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Amplify Desmos Math California

Welcome, K–8 Reviewers!

We’re honored to introduce you to Amplify Desmos Math California. We’re confident you’ll find this comprehensive program to be a powerful tool for bringing the vision of the California Math Framework to life in classrooms across the state.

Please start with the video on the right to learn how to navigate the program and access key features referenced within our submission. Below you’ll find additional resources to support your review.

Your Review Samples

As a curriculum that incorporates both print and digital resources, it’s important that you explore both our physical materials (delivered to you in grade-specific tubs) and our digital materials (accessible through our platform). We invite you to explore both types of resources using the instructions and tips below.

Print Samples

Your print samples should have arrived in grade-specific tubs with a copy of two Reviewer binders. The K-5 Reviewer binder is contained within the Grade K shipping box and the Grade 6-8 Reviewer binder can be located in the Grade 6 shipping box. As you begin the process of organizing your materials, please refer to the inventory checklist found inside each tub as well as within your Reviewer Binder.

Digital Samples

In order to access your digital samples, you’ll need to log into our platform using your unique login credentials found on a Digital Access Flyer inside of your Reviewer Binder. Once you have located the flyer:

  • Click the orange button below to access the platform.
  • Click “Log in with Amplify.”
  • Enter the username and password provided on your Digital Access Flyer.
Digital Access

Navigation Tips

Below you will find helpful tips for navigating Amplify Desmos Math California. We recommend reading these pages alongside the program’s print materials and digital experience to gain a deeper understanding of the program. 

Click the links below to read about navigating program features including:

Built for California

The Amplify Desmos Math California program is designed around the vision articulated in the California Mathematics Framework to enable all California students to become powerful users of mathematics. Our program incorporates the latest research in student learning, meaning that we:

  • Focus on the Big Ideas: Amplify Desmos Math California’s courses, units, and lessons are centered around the Big Ideas. Big Ideas, like standards, are not considered in isolation. In addition to each unit and lesson’s focal Big Ideas, Amplify Desmos Math California also provides connections among the Big Ideas across units and lessons.
  • Center on open and engaging tasks: Amplify Desmos Math California is grounded in engaging tasks meant to address students’ often-asked question: “Why am I learning this?”  Students are invited into learning with low-floor, high-ceiling tasks that provide an entry point for all. Open tasks in Amplify Desmos Math California provide the space for students to try on multiple strategies and represent their thinking in different ways, and allow student explanation and discussion to serve as the center of the classroom. All lessons offer both print and digital representations of lessons.
  • Provide enhanced digital experiences: Amplify Desmos Math California includes digitally-enhanced lesson activities, incorporating interactive digital tools alongside print materials. These purposefully-placed resources allow students to visualize mathematical concepts, receive actionable feedback while practicing, encounter personalized learning support from an onscreen tutor, and engage in discussions about their thinking and approaches.
  • Treat core instruction and differentiation as integral partners: The Amplify Desmos Math California curriculum provides teachers with lessons, strategies, and resources to eliminate barriers and increase access to grade-level content without reducing the mathematical demand of tasks. Every activity has multiple entry points to ensure that all students are supported and challenged. Intervention and personalized learning activities are directly connected to lesson content and offer students the individualized support as they dive into the mathematics.

Category 1: Mathematics Content/Alignment with the Standards

Standards Maps

The links below provide the Standards Maps for Amplify Desmos Math California for each grade level.

Evaluation Criteria Map

Linked here is the Evaluation Criteria Map for grades K–8. Please note that you will need to be logged into the digital platform to access the links in the Evaluation Criteria Map.

Standards for Mathematical Practice

The links below provide the alignment of Amplify Desmos Math California to the Standards for Mathematical Practice at each grade level.

Drivers of Investigation and Content Connections

Amplify Desmos Math California incorporates the Drivers of Investigation (DIs) and Content Connection (CCs) throughout the program. Throughout the year, students engage with open and authentic tasks of varying durations — from lesson activities to unit-level Explore lessons and longer course-level Investigations. Every lesson and investigation opportunity is grounded around the why, how, and what of the learning experience, and helps teachers bring mathematical concepts to life. 

A three-column chart details: Drivers of Investigation, Standards for Mathematical Practice, and Content Connections, each with their respective codes and brief descriptions.

California English Language Development Standards

The links below provide the alignment of Amplify Desmos Math California to the California English Language Development Standards at each grade level.

California Environmental Principles and Concepts

Select lessons, performance tasks, and investigations across grade levels in Amplify Desmos Math California are aligned to one or more of the California Environmental Principles and Concepts. Click the links below to view how the California Environmental Principles and Concepts are represented in each grade level.

Category 2: Program Organization

Amplify Desmos Math California thoughtfully combines conceptual understanding, procedural fluency, and application. Each lesson is designed to tell a story by posing problems that invite a variety of approaches before guiding students to synthesize their understanding of the learning goals.

Big Ideas

Amplify Desmos Math California’s courses, units, and lessons are centered around the Big Ideas. In addition to each unit and lesson’s focal Big Ideas, Amplify Desmos Math California also provides connections among the Big Ideas across units and lessons. Please refer to Keeping the Big Ideas at the Center (linked below) for specific lesson designs and alignment with the Big Ideas for each grade level.

Program Structure

Amplify Desmos Math California combines the best of problem-based lessons, intervention, personalized practice, and assessments into a coherent and engaging experience for both students and teachers.

A diagram showing three stages: Core instruction, Integrated personalized learning, and Embedded intervention, under Screening and progress monitoring with daily tiered support.

Lessons and units in Amplify Desmos Math California are designed around a Proficiency Progression, a model that steps out problem-based learning by systematically building students’ curiosity into lasting grade-level understanding.

Five steps for learning: 1. Activate prior knowledge, 2. Collaborate, 3. Refine ideas, 4. Guide to understanding, 5. Practice and extend for lasting understanding.

In the Proficiency Progression, lessons begin by activating students’ natural curiosity and offering opportunities to generate new ideas through collaboration. Teachers are then able to refine ideas through intentional facilitation and guide students to grade-level understanding, while students retain the ability to use different strategies and methods to show their comprehension of the content. Students are provided ample opportunities to develop lasting understanding.

Scope and Sequence

Below you can view the scope and sequence for each grade level. 

A chart displaying seven kindergarten math units with themes, number of instructional days, and assessment days, totaling 136 suggested instructional days.
Grade 1 instructional units overview showing 7 units on math topics, total suggested days is 153, with each unit listing instructional and assessment days.
Grade 2 math curriculum map showing 8 units with topics, number of instructional and assessment days, and total days; suggested instructional days: 156.
Seven instructional units are shown, each with a title, icon, number of instructional and assessment days, and total days; a note suggests 150 instructional days in total.
A Grade 4 math curriculum overview showing seven units with titles, number of instructional days, and assessment days; the suggested total instructional days is 152.
A curriculum map displays seven math units with icons, titles, instructional days, and assessment days, totaling 149 suggested instructional days.
A chart showing Grade 6 math units, each with instructional days, assessment days, and optional days. Total suggested instructional days is 142, plus 19 optional days.
Overview of Grade 7 math curriculum units, showing unit titles, number of instructional, assessment, and optional days for each, with a total of 125 instructional days plus 22 optional days.
Eight illustrated cards display Grade 8 math units, each with the unit title, topics covered, number of instructional and assessment days, and a total of 131 suggested instructional days.
Curriculum chart showing eight units split into two volumes, with topics, instructional days, assessment days, and optional days listed for each unit over an accelerated 6th-grade year.
A chart displays the breakdown of Accelerated 7 math units, indicating topics, number of instructional days, assessment days, and optional days for each of the nine units across two volumes.

Lesson Design and Structure

A four-part diagram shows: Warm-Up, Activities with a graph of student ideas to grade-level understanding, Synthesis with notes, and Practice and differentiation with students building a structure.

Amplify Desmos Math California is designed with a structured approach to problem-based learning that systematically builds on students’ curiosity and allows students to grapple with the Big Ideas of the California Framework. Every lesson activity is organized into a Launch, Monitor, Connect format.

  • Launch: The launch is a short, whole-class conversation that creates a need or excitement, provides clarity, or helps students connect their prior knowledge or personal experience, which ensures that everyone has access to the upcoming work.  
  • Monitor: As students work individually, in pairs, or in groups, teachers explore student thinking, ask questions, and provide support to help move the conversations closer to the intended math learning goal. 
  • Connect: Teachers connect students’ ideas to the key learning goals of the lesson, facilitating class discussions that help synthesize and solidify the Big Ideas.  

Each lesson within Amplify Desmos Math California follows the same structure. 

  • Warm-Up: Every Amplify Desmos Math California lesson begins with a whole class Warm-Up. Warm-Ups are an invitational Instructional Routine intended to provide a social moment at the start of the lesson in which every student has an opportunity to contribute. Warm-Ups may build fluency or highlight a strategy that may be helpful in the current lesson or act as an invitation into the math of the lesson.
  • Lesson Activities: Each lesson includes one or two activities. These activities are the heart of each lesson. Students notice, wonder, explore, calculate, predict, measure, explain their thinking, use math to settle disputes, create challenges for their classmates, and more. Guidance is provided to help teachers launch, monitor, and connect student thinking over the course of the activity.
  • Synthesis and Show What You Know: The Synthesis is an opportunity for the teacher and students to pull all the learning of the lesson together into a lesson takeaway. Students engage in a facilitated discussion to consolidate and refine their ideas about the learning goals, and the teacher synthesizes students’ learning. Show What You Know is a daily assessment opportunity for students to show what they know about the learning goals and what they are still learning.
  • Centers (K–5): Centers are hands-on activities for students in grades K–5 to play collaboratively to strengthen their understanding of key skills and concepts. In grades K–1, students have Daily Center Time built into every lesson. 
  • Practice and Differentiation: Daily practice problems for the day’s lesson are included both online and in the print Student Edition, including fluency, test practice, and spiral review.

Kindergarten–Grade 1

A lesson plan timeline showing phases: Warm-Up (5–10 min, whole class), Lesson Activities (25–30 min), Synthesis (10 min), Centers (15 min), and Practice (time varies).

Grades 2–5

A horizontal flowchart shows a classroom lesson sequence: Warm-Up (5–10 min), Lesson Activities (35 min), Synthesis (10 min), and Practice (time varies); groupings vary.

Grades 6–8

A horizontal timeline shows four lesson segments: Warm-Up (5 min), Lesson Activities (30 min), Synthesis (10 min), and Practice (time varies).

Routines

Amplify Desmos Math California features a variety of lesson routines. Instructional routines and Math Language Routines (MLRs) are used within lessons to highlight student-developed language and ideas, cultivate conversation, support mathematical sense-making, and promote meta-cognition. Both are called out at point-of-use within the Teacher Edition and Teacher Presentation Screens. Below are the types of routines used throughout the Amplify Desmos Math California curriculum:

Math Language Routines

  • MLR1: Stronger and Clearer Each Time
  • MLR2: Collect and Display
  • MLR3: Critique, Correct, Clarify
  • MLR5: Co-Craft Questions
  • MLR6: Three Reads
  • MLR7: Compare and Connect
  • MLR 8: Discussion Supports

Instructional Routines 

  • Decide and Defend
  • Notice and Wonder
  • Number Talk
  • Tell a Story
  • Think-Pair-Share
  • Which One Doesn’t Belong?

Category 3: Assessments

A variety of performance data in Amplify Desmos Math California provides evidence of student learning, while helping students bolster their skills and understanding.

Unit-Level Assessment

Amplify Desmos Math California has embedded unit assessments that offer key insights into students’ conceptual understanding of math. These assessments provide regular, actionable information about how students are thinking about and processing math, with both auto-scoring and in-depth rubrics that help teachers anticipate and respond to students’ learning needs.

  • Pre-Unit Check: Each unit in grades 2–8 begins with a formative assessment designed to identify the student skills that will be particularly relevant to the upcoming unit. This check is agnostic to the standards covered in the following unit and serves not as a deficit-based acknowledgment of what students do not know, but rather as an affirmation of the knowledge and skills with which students come in.
  • End-of-Unit Assessment: Students engage with rigorous grade-level mathematics through a variety of formats and tasks in the summative End-of-Unit Assessment. A combination of auto-scored (when completed digitally) and rubric-scored items provides deep insights into student thinking. All Amplify Desmos Math California End-of-Unit Assessments include two forms.
  • Sub-Unit Quizzes: Sub-Unit Quizzes are formative assessments embedded regularly in Grades Kindergarten through Algebra 1. In these checks, students are assessed on a subset of conceptual understandings from the unit, with rubrics that help illuminate students’ current understanding and provide guidance for responding to student thinking.
  • Sub-Unit Checklists: These checklists enable teachers to observe key skills and concepts that cannot be assessed on a pencil-and-paper assessment in Kindergarten–Grade 1. The checklists outline the supports students need to achieve mathematical growth and success.
  • Performance Tasks: At the end of each unit in grades 3–8, there is a summative assessment performance task provided to evaluate students’ proficiency with the concepts and skills addressed in the unit. 

Lesson-Level Assessments

Amplify Desmos Math California lessons include daily moments of assessment to provide valuable evidence of learning for both the teacher and student. Beyond formative, summative, and benchmark assessments, students also have opportunities for self-reflection with Watch Your Knowledge Grow. Students take ownership of their learning by reflecting and tracking their progress before and after each unit.

  • Show What You Know: Each lesson has a daily formative assessment focused on one of the key concepts in the lesson. Show What You Know moments are carefully designed to minimize completion time for students while maximizing daily teacher insights to attend to student needs during the following class. 
  • Responsive Feedback™: Teachers have the ability to see and provide in-the-moment feedback as students progress through a digital lesson. Responsive Feedback motivates students and engages them in the learning process.

Diagnostic Assessment

Every grade level features an asset-based diagnostic assessment designed to be administered at the beginning of the year.  Delivered digitally and to the whole class, our diagnostic assessment is uniquely designed to reveal underlying math thinking and identify what students know about grade-level math. With data beyond just right and wrong, teachers have the type of deeper level of insights need to take the right next step.

CAASPP-Aligned Assessment Preparation

Amplify Desmos Math is designed to support students’ mathematical development through problem-based learning, differentiation, and embedded assessments. The program’s emphasis on conceptual understanding, procedural fluency, and application aligns with the mathematical practices and content standards assessed by the CAASPP.

Amplify Desmos Math California includes a CAASPP-aligned Item Bank. This standards-aligned bank of questions allows teachers to filter and search by grade and standard to find items. Once assigned on the digital platform, students will experience CAASPP-like practice with the online digital tools.

Data and Reporting

Amplify Desmos Math California provides teachers and administrators with unified reporting and insights so that educators have visibility into what students know about grade-level math—and can plan instruction accordingly for the whole class, small groups, and individual students. Reporting functionality integrates unit assessments, lesson assessments, diagnostic data, and progress monitoring for a comprehensive look at student learning. Program reports show proficiency and growth by domain, cluster, standard, and priority concept using performance data from unit assessments, then highlight areas of potential student need to allow teachers to modify their instruction and target differentiated support.

Administrator reporting provides a complete picture of student, class, and district performance, allowing administrators to implement instructional and intervention plans.

Category 4: Access and Equity

The Amplify Desmos Math California curriculum provides teachers with lessons, strategies, and resources to eliminate barriers and increase access to grade-level content without reducing the mathematical demand of tasks. Our lessons are developed using the Universal Design for Learning (UDL) framework to proactively ensure that all learners can access and participate in meaningful, challenging learning opportunities.

Every activity has multiple entry points to ensure that all students are supported and challenged. Intervention and personalized learning activities are directly connected to the day’s content and offer students the individualized supports they need to be successful.

Each lesson and unit contains guidance for teachers on how to identify students who may need support, students who need to keep strengthening their understanding, and students who may be ready to stretch their learning. In addition, teachers are provided with recommendations for resources to use with each group of students.

Universal Design for Learning

Each lesson in the program incorporates opportunities for engagement, representation, action, and expression based on the guidelines of Universal Design for Learning (UDL).

  • Multiple Means of Engagement: Students engage in both print and digital learning, and are regularly participating in discussions and hands-on activities. Students are invited to build their own challenge for other students to solve, which provides opportunities for choice and
    autonomy, as well as joy and play.
  • Multiple Means of Representation: Students are encouraged to demonstrate their learning using mathematical representations, both print and digital, and regularly engage with their peers in analyzing multiple possible solutions. Classes engage in open-ended discussions about what individual students notice and wonder about mathematical concepts.
  • Multiple Means of Action and Expression: Learners differ in how they navigate learning environments and express what they know. Students can communicate their ideas in multiple ways, including in print, sketching, uploading photos, or recording an audio response.

Accessibility

Lesson facilitation supports

Every lesson includes at least one specific suggestion the teacher can use to increase access to the lesson without reducing the mathematical demand of the tasks. These suggestions address the following areas:

  • Visual-spatial processing
  • Conceptual processing
  • Executive functioning
  • Memory and attention
  • Fine motor skills

Accessibility tools

Students have the ability to control accessibility tools so that each learning experience is customized to their individual needs. In many instances, these tools can be turned on or off at any point of instruction.

  • Text to speech: Reads text instructions to students in multiple languages
  • Enlarged font: Increases the size of all text on screen
  • Braille mode: Includes narration of digital interactions
  • Language selection: Toggles between languages

Differentiation: In-Lesson Teacher Moves

Within every lesson activity, teachers can use the suggestions in the Differentiation Teacher Moves table to provide in-the-moment instructional support while students are engaged in the work of the lesson. This table can help teachers anticipate the ways students may approach the activity, and provides prompts that they can use during the lesson to Support, Strengthen, and Stretch individual students in their thinking. Teachers are provided with clear student actions and understanding to look for, each matched with immediately usable suggestions for how to respond to the student thinking illustrated in each row of the table. In addition to using these suggestions in the moment as teachers monitor student work, teachers can review the Differentiation table in advance to help them anticipate how students are likely to approach the activity.

A table showing differentiation teacher moves with examples of representing groups in different ways, support prompts, and a stretch question about patterns with more teams.

Differentiation: Beyond the Lesson

Teachers are provided with recommendations for resources to use with each group of students needing support, strengthening, and stretching after each lesson. Support, Strengthen, and Stretch resources include:

  • Mini-Lessons: 15-minute, small-group direct instruction lessons targeted to a specific concept or skill
  • Item Banks: Space for teachers to create practice and assessments by using filters and searching for standards, summative-style items, and more
  • Fluency Practice: Adaptive, personalized practice built out for basic operations and more
  • Centers (K–5): Lesson-embedded routines and practice for students that are vertically aligned across grade levels
  • Extensions: Lesson-embedded Teacher Moves including possible stretch questions and activities for students
  • Lesson Practice: Additional practice problems support every lesson
  • Math Adventures: Strategy-based math games where students engage with math concepts and practice skills in a fun digital environment
  • Lesson Summary Support: Support for students and caregivers that provides efficient explanation of the learning goal with clear examples

Math Identity and Community

The Math Identity and Community feature supports teachers in helping students build confidence in their own mathematical thinking, develop skills to work with and learn from others when doing math, and learn how math is an interwoven part of their broader community. The embedded prompts throughout the lessons are designed to highlight what it means to be good at math, the value of sharing ideas, and the power of flexible and creating thinking. Here are some examples of the Math Identity and Community supports embedded in each lesson:

  • I can be all of me in math class. You will work with partners every day in math class. What do you want your partners to know about you? 
  • We are a math community. What does good listening look like and sound like in a math community? 
  • I am a doer of math. What math strengths did you use today?

Unit Stories

Every unit in grades K–5 contains a Unit Story. These Unit Stories are brief fiction stories read aloud by the teacher at the beginning of each unit that connect to the math of the unit and introduce characters that students will get to know as they engage in the unit. Teachers read the story aloud from their Teacher Edition while projecting illustrations for students from the story, found in the Teacher Presentation Screens for the story. Across the unit, the Unit Story context and characters are used at appropriate points to inspire and engage students in the math as well as in reflections about their math identity and community.

Math Language Development

Every lesson in Amplify Desmos Math California includes opportunities for all students to develop mathematical language as they experience the content. Amplify Desmos Math California purposefully progresses language development from lesson to lesson and across units by supporting students in making their arguments and explanations stronger, clearer, and more precise. This systematic approach to the development of math language can be broken down into the following four categories of support:

  • Vocabulary: Units and lessons start by surfacing students’ language for new concepts, then building connections between their language and the new vocabulary for that unit. This honors the language assets that students bring into their learning.
  • Language goals: Language goals attend to the mathematics students are learning, and are written through the lens of one or more of four language modalities: reading, writing, speaking, and listening.
  • Math Language Routines: Math Language Routines are used within lessons to highlight student-developed language and ideas, cultivate conversation, support mathematical sense-making, and promote meta-cognition.
  • Multilingual/English learner supports: Supports for multilingual/English learners (ML/ELs) are called out at intentional points within each lesson. These specific, targeted suggestions support ML/ELs with modifications that increase access to a task, or through development of contextual or mathematical language (both of which can be supportive of all learners). 

Multilingual and English Learner Supports

Partnership with English Learner Success Forum

Amplify partnered with the English Learner Success Forum (ELSF), a national nonprofit organization that advocates for high-quality instructional materials that are inclusive of multilingual learners. ELSF reviewed Amplify Desmos Math California, and provided directional guidance and feedback to ensure that the program reflects their research-based instructional strategies for multilingual/English learners.

Math Language Development Resources

Our Math Language Development Resources book contains lesson-specific strategies and activities for all levels of English Learners (i.e., Emerging, Expanding, Bridging). With support for every lesson, teachers are empowered to help all students, regardless of their language skills, to participate fully, grasp the material, and excel in their mathematical journey.

Multilingual Glossary

Amplify Desmos Math California includes a digital glossary for languages other than Spanish. Translations will be provided for up to nine languages.

Spanish Version

Amplify Desmos Math California will include Spanish student-facing materials beginning in the 2026–27 school year.

Category 5: Instructional Planning and Support

Amplify Desmos Math California includes a variety of embedded instructional supports to empower teachers to lead effectively and gain actionable insights into student growth and progress. Teachers are equipped with a comprehensive set of resources designed to fulfill the requirements of Category 5.

Grade-level concepts

Within the Teacher Edition front matter:

  • Scope and sequence
  • Big Ideas, Drivers of Investigation, and Content Connections
  • Grade level standards
  • Standards for Mathematical Practice
  • English Language Development Standards
  • Environmental Principals and Concepts

Within each Unit and Sub-Unit Overview:

  • Big Ideas, Drivers of Investigation, and Content Connections
  • Math that Matters Most
  • Grade level standards
  • Standards for Mathematical Practice
  • English Language Development Standards
  • Environmental Principals and Concepts

Within each Lesson:

  • Big Ideas, Drivers of Investigation, and Content Connections
  • Grade level standards
  • Standards for Mathematical Practice
  • English Language Development Standards
  • Environmental Principals and Concepts

How to implement the program

At the course level (within the Teacher Edition front matter):

  • Navigating the Program (both print and digital)
  • Facilitating Lesson Activities with Launch, Monitor and Connect
  • Overview of the Digital Facilitation Tools

At the lesson level:

  • Suggestions for timing
  • What materials to prep
  • How to organize and group students 
  • Key lesson takeaways with the Synthesis
  • Recommendations for Differentiation
  • Strategies for intervention and extensions (in the Intervention, Extensions, and Investigation Resources book)

At the activity level:

  • Differentiation recommendations
  • Accessibility tips
  • ML / EL tips
  • Teacher look-fors
  • Recommended Teacher Moves
  • Prompts for guiding student thinking 
  • Sample student responses

Development of Math Language

A variety of language development supports are provided within the Student and Teacher Editions and Math Language Development Resources book. 

At the lesson level:

  • Diagrams and visuals
  • Sentence frames and word banks
  • Graphic organizers, including Frayer models
  • Vocabulary routines
  • Embedded language supports aligned to the CA ELDs
  • Lesson-specific strategies for Emerging, Expanding, and Bridging

At the unit level: 

  • Words With Multiple Meanings
  • Contextual vocabulary

At the course level:

  • English/Spanish cognates
  • Multilingual Glossary 

Other Curriculum Guidance

  • Additional Practice Resources book
  • Assessment Resources book 
  • Assess and Respond guidance paired with each assessment opportunity
  • Show-What-You-Know activities
  • Answer keys and rubrics 
  • Performance tasks

Welcome, Reviewers to Amplify Desmos Math California!

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Welcome Reviewers, to Amplify Desmos Math!

Amplify Desmos Math thoughtfully combines conceptual understanding, procedural fluency, and application. Each lesson is designed to tell a story by posing problems that invite a variety of approaches before guiding students to synthesize their understanding of the learning goals.

Scroll to learn more about the program and explore sample materials.

About the program

We believe in math that motivates. Our structured approach to problem-based learning builds on students’ curiosity to develop lasting grade-level understandings for all students. 

The program thoughtfully combines conceptual understanding, fluency, and application, motivating students with interesting problems they are eager to solve. Teachers can spend more time where it’s most impactful: creating a collaborative classroom of learners.

A powerful suite of math resources

Amplify Desmos Math combines the best of problem-based lessons, intervention, personalized practice, and assessments into a coherent and engaging experience for both students and teachers.

A digital interface displays a math screener report on the left and a math problem involving division, alongside a visual representation of students lined up on the right, integrating rich math resources from Amplify Desmos Math.

Screening and progress monitoring

mCLASS® Assessments, along with daily formative checks, measure not only what students know, but also how they think. The asset-based assessment system provides teachers with targeted, actionable insights, linked to core instruction and intervention resources.

Two side-by-side math activities for children: on the left, a caterpillar-themed block challenge, and on the right, a worksheet for finding pairs that sum to 10. These exercises are fantastic ways to amplify children's engagement with math concepts.

Core instruction

Amplify Desmos Math lessons provide a structured approach to problem-based learning, helping teachers create a collaborative math community with students at its center. Each lesson systematically builds on students’ curiosity to develop lasting grade-level understandings for all students.

Two pages from a New York math textbook on determining coordinates after a rotation. Includes sections on modeled review, guided practice, and teacher's notes, with diagrams and examples that amplify the learning experience.

Differentiation and intervention

Integrated resources like Mini-Lessons, Fluency Practice, and Math Adventures provide targeted intervention on a specific concept or skill connected to daily instruction. Extensions are also available to stretch students’ understanding.
Boost™ Personalized Learning activities help students access grade-level math through engaging, independent digital practice. Responsive Feedback™ adjusts to students’ work, providing item-level adaptivity to further support their learning.

Two pages from a New York math textbook on determining coordinates after a rotation. Includes sections on modeled review, guided practice, and teacher's notes, with diagrams and examples that amplify the learning experience.

An approach that supports teachers

Clear, step-by-step instructional moves help teachers plan and teach student-centered lessons that use student thinking to differentiate instruction and guide to grade-level understanding. They include:

  • Guidance on what to listen for and how to respond.
  • Clear learning objectives to keep learning on track for each activity and lesson.
  • Daily reinforcement activities to provide direct instruction when needed.

A structured approach to problem-based learning

Problem-based learning asks students to make sense of and think strategically about mathematically interesting problems. This approach allows students’ ideas to take
center stage, so they are active and engaged in their learning process. Teachers are able to hear and respond to student thinking in real time, guiding and differentiating instruction right in the moment.

Moving from “I do, We do, You do” to “You do, We do, I do”
Lessons begin by activating student’s prior knowledge and curiosity, inviting them to explore the math, collaborate, and refine their thinking. By focusing on developing student thinking first, teachers can better connect ideas, guide learning, and synthesize learning objectives.

Lessons that are rigorous and delightful

Every lesson in Amplify Desmos Math is designed to put students at the center of their learning. Utilizing research-based best practices, students engage in meaningful work based on rich problems and real-world experiences.

Two young girls build with colorful blocks at a table while an adult woman observes and assists them in a classroom setting.

Warm-Up

Lessons begin by inviting every student to contribute to the mathematical discussion. Instructional routines are often used to build fluency, set the context, activate prior knowledge, or highlight a strategy that may be helpful in the lesson. 

Rich learning activities

Math knowledge is built through experiences and meaningful interactions. Students notice, wonder, explore, calculate, predict, measure, explain their thinking, use math to settle disputes, create challenges for their classmates, and more. Teachers serve as a guide, using a Launch, Monitor, Connect framework:

  • Launch: Teachers offer a short introduction to the problem or challenge
  • Monitor: As students work individually, in pairs, or in groups, teachers ask questions and provide support to move student thinking closer to the intended math goal.
  • Connect: Teachers connect student ideas to the Key Takeaway of the activity to help students synthesize and solidify the big ideas.

Synthesis

Teachers ensure that students end the lesson with accurate and enduring understandings of the math goal through synthesis of student ideas, explicit instruction, and reflection.

A short Show What You Know assessment allows students to show what they know about the learning goals of the lesson and reveal what they are still learning.

Differentiation and practice

Lasting understanding requires reinforcement. Every lesson offers Lesson Practice instructional recommendations to Support, Strengthen, and Stretch learning.

Two side-by-side math activities for children: on the left, a caterpillar-themed block challenge, and on the right, a worksheet for finding pairs that sum to 10. These exercises are fantastic ways to amplify children's engagement with math concepts.

Print for every lesson with engaging digital experiences

Whether in print or digital form, engaging interactions enable students and teachers to openly exchange ideas. Each lesson includes student print materials, interactive teacher Presentation Screens, and digital resources for practice and differentiation. Some lessons also use manipulatives or provide options for students to use devices individually or in pairs. Device recommendations for student use are age-appropriate, with more frequent usage in middle and high school.

Demo access

Please login to the digital platform to experience our full program as part of your review. In order to access the digital platform, you’ll need to log into using your unique login credentials below.

  • Click the orange button below to access the platform.
  • Click “Log in with Amplify.”
  • Enter the username and password:
    • Username:
    • Password:
  • View the video for helpful platform navigation tips.
Digital Access

Assessments

By starting with what students already know, Amplify Desmos Math helps build a strong foundation for success to guide and support future learning. Teachers are empowered to transform every classroom into an engaged math community that invites, values, and develops student thinking. With explicit guidance on what to look for and how to respond, teachers can effectively support students as they develop their understanding.

Open math workbook showing an End-of-Unit Assessment with multiple-choice and written response questions on fractions and equivalent values.

Program assessments

A variety of performance data in Amplify Desmos Math provides evidence of student learning while helping students bolster their skills and understanding.

Unit-Level Assessments

Our embedded unit assessments offer key insights into students’ conceptual understanding of math. These assessments provide regular, actionable information about how students are thinking about and processing math, with both auto-scoring and in-depth rubrics that help teachers anticipate and respond to students’ learning needs.

Lesson-Level Assessments

Amplify Desmos Math lessons are centered around sense-making and in-the-moment feedback. Daily moments of assessment provide valuable evidence of learning for both the teacher and student.

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Data and reporting

Amplify Desmos Math provides teachers and administrators with unified reporting and insights so that educators have visibility into what students know about grade-level math—and can plan instruction accordingly for the whole class, small groups, and individual students.

A table displays students' performance levels across various items, with a detailed score distribution for a specific assessment shown in a separate overlay. Geometric design elements accented the background, providing an engaging visual touch ideal for any math classroom using Amplify Desmos Math.

Assessment reports

Reporting functionality integrates unit assessments, lesson assessments, personalized learning, Benchmark assessments, and Progress Monitoring for a comprehensive look at student learning.

Our reports show proficiency and growth by domain, cluster, standard, and priority concept using performance data from unit assessments. Then our reports highlight areas of potential student need to allow teachers to modify their instruction and target differentiated support.

At-a-glance views of unit-level assessment results inform your instructional planning, and you can also drill down to item-level analysis.

Standards reports

Our standards report allows you to monitor proficiency at the class and individual student levels. Proficiency and growth are shown by domain, cluster, standard, and priority concepts. Areas of potential student need are highlighted to allow teachers to modify their instruction and target differentiated support.

Administrator reports

Amplify Desmos Math provides a complete picture of student, class, and district performance, allowing administrators to implement instructional and intervention plans.

  • Track student, class, and district performance with usage, completion, and assessment data.
  • Accurately group students and classes with the Benchmark and Progress Monitoring data of mCLASS Assessments and allow teachers to reliably implement and track the progress of Tier 2 and Tier 3 intervention.
  • Provide one data-driven solution that educators can rely on for high-quality math instruction.

Differentiation and intervention

Amplify Desmos Math views differentiation as an ongoing process where teachers are both reactive and proactive to student needs, ensuring that all students have clear pathways to proficiency. Through rich data and teacher support, Amplify Desmos Math uses flexible categories of intervention and enrichment that adjust daily according to student thinking.

In-the-moment differentiation supports are available for every lesson, both digitally and in the print Teacher Edition.

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A teacher sits at a table with two students, using small objects and a workbook to provide individualized instruction during a Boost Math lesson in a classroom with large windows.
A table showing differentiation teacher moves with examples of representing groups in different ways, support prompts, and a stretch question about patterns with more teams.

In-lesson differentiation

Within every lesson activity, teachers can use the suggestions in the Differentiation Teacher Moves table to provide in-the-moment instructional support while students are engaged in the work of the lesson. This table can help teachers anticipate the ways students may approach the activity, and provides prompts that they can use during the lesson to Support, Strengthen, and Stretch individual students in their thinking. Teachers are provided with clear student actions and understanding to look for, each matched with immediately usable suggestions for how to respond to the student thinking illustrated in each row of the table. In addition to using these suggestions in the moment as teachers monitor student work, teachers can review the Differentiation table in advance to help them anticipate how students are likely to approach the activity.

Differentiation: Beyond the Lesson

Teachers are provided with recommendations for resources to use with each group of students needing support, strengthening, and stretching after each lesson. Support, Strengthen, and Stretch resources include:

  • Mini-Lessons: 15-minute, small-group direct instruction lessons targeted to a specific concept or skill
  • Item Banks: Space for teachers to create practice and assessments by using filters and searching for standards, summative-style items, and more
  • Fluency Practice: Adaptive, personalized practice built out for basic operations and more
  • Centers (K–5): Lesson-embedded routines and practice for students that are vertically aligned across grade levels
  • Extensions: Lesson-embedded Teacher Moves including possible stretch questions and activities for students
  • Lesson Practice: Additional practice problems support every lesson
  • Math Adventures: Strategy-based math games where students engage with math concepts and practice skills in a fun digital environment
Two pages from a math workbook on determining coordinates after a rotation, with diagrams, problem sets, and instructional text, displayed on a yellow and gray background.
A classroom teaching guide displays strategies for discussing pre-image and image in math, goals for a parallelogram lesson, and tips for supporting multilingual learners.

Multilingual/English Learner supports

Supports for multilingual/English learners (ML/ELs) are called out at intentiSupports for multilingual/English learners (ML/ELs) are called out at intentional points within each lesson. These suggested supports are specific, targeted actions that are beneficial for ML/ELs. They often describe a modification to increase access to the task or provide support with contextual or mathematical language development that can often be helpful to all learners. ML/EL supports may also be attached to Math Language Routines.onal points within each lesson. These suggested supports are specific, targeted actions that are beneficial for ML/ELs. They often describe a modification to increase access to the task or provide support with contextual or mathematical language development that can often be helpful to all learners. ML/EL supports may also be attached to Math Language Routines.

Math Language Development

Every lesson in Amplify Desmos Math includes opportunities for all students to develop mathematical language as they experience the content. Amplify Desmos Math purposefully progresses language development from lesson to lesson and across units by supporting students in making their arguments and explanations stronger, clearer, and more precise. This systematic approach to the development of math language can be broken down into the following four categories of support:

  • Vocabulary: Units and lessons start by surfacing students’ language for new concepts, then building connections between their language and the new vocabulary for that unit.
  • Language goals: Language goals attend to the mathematics students are learning, and are written through the lens of one or more of four language modalities: reading, writing, speaking, and listening.
  • Math Language Routines: Math Language Routines are used within lessons to highlight student-developed language and ideas, cultivate conversation, support mathematical sense-making, and promote meta-cognition.
  • Multilingual/English learner supports: Supports for multilingual/English learners (ML/ELs) are called out at intentional points within each lesson.
Two girls sit at a table with open books, one making hand gestures while smiling, the other looking at her and giving a thumbs up. Behind them are shelves filled with books, capturing the lively atmosphere of a math classroom.
Digital educational material showing an activity named "Hamster Homes" involving tube length and platform heights for a hamster cage. Includes a diagram with platforms measuring 9 inches.

K-5 sample materials

Click the links in the drop-down sections below to explore sample materials from each grade. For a full program review, please login to the digital platform or request physical samples.

For helpful navigation tips and more program information, download the Amplify Desmos Math Program Guide.

You can also watch a product expert walk through a lesson and the available program components.

Cover of Amplify Desmos Math Grade K Teacher Edition featuring three children playing with math-related objects and a group of rabbits sitting nearby, aligning with the engaging curriculum seen in New York math classrooms.

Teacher Edition

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 2: Counting and Comparing Images.

Cover of "Amplify Desmos Math: Student Edition Kindergarten," featuring an illustration of three children playing with math-related toys. A group of small white animals, possibly hamsters, play nearby. The scene brilliantly captures the joy of New York math exploration for young learners.

Student Edition

Motivate students with mathematics that is both rigorous and delightful. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 2: Counting and Comparing Images.

Cover of "Amplify Desmos Math Grade K Centers Resources" featuring a large, stylized red and pink "C" on a light pink background with simple geometric designs. This distinctive cover complements New York math curriculums with its engaging visual elements.

Ancillary sampler

Included in the ancillary sampler are examples from the program Assessment Resources, Intervention and Extension Resources, Centers Resources, Additional Practice, and Math Language Development Resources.

A digital activity screen, crafted in the style of Amplify Desmos Math, shows two paths with different quantities of mushrooms. The user is prompted to choose the path with more mushrooms. A bear is on the left side of the screen.

In this lesson, students apply their understanding of how to compare groups of images as they determine which group has more or fewer and then compare their strategies by guiding a bear through a path that has more mushrooms than the other.

Children interact with math activities on a large tablet while observing fish illustrations. The text reads "Amplify Desmos Math Grade 1 Teacher Edition, aligned with New York Math standards.

Skills Unit 2 Teacher Guide

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 1, Sub-Unit 1: Adding and Subtracting Within 10.

Illustration of three children engaged in math activities from the "Amplify Desmos Math: Student Edition 1" textbook. One child holds a number card, while the others manipulate counters and images, experiencing an exciting approach inspired by New York math techniques.

Student Edition

Motivate students with mathematics that is both rigorous and delightful. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 1, Sub-Unit 1: Adding and Subtracting Within 10.

Cover of "Amplify Desmos Math Centers Resources" for Grade 1, featuring a yellow and white 3D letter "C" on a light background.

Ancillary sampler

Included in the ancillary sampler are examples from the program Assessment Resources, Intervention and Extension Resources, Centers Resources, Additional Practice, and Math Language Development Resources.

An educational game screen, inspired by New York math standards, shows a subtraction problem, "4 - 1," with a frog moving along numbered lily pads to reveal the answer "3.

In this lesson, students find differences when subtracting 1 and 2 from the same number by helping a frog reach a lily pad where it can eat a bug.

Cover of the "Amplify Desmos Math" Grade 2 Teacher Edition, showcasing children measuring with rulers and a poster displaying a mathematical equation, set against whimsical scenery with a colorful dragon. Perfect for New York math classrooms.

Teacher Edition

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 1, Sub-Unit 1: Adding and Subtracting.

Cover of "Amplify Desmos Math Student Edition 2" showing three children performing a New York math activity with blocks and measurements.

Student Edition

Motivate students with mathematics that is both rigorous and delightful. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 1, Sub-Unit 1: Adding and Subtracting.

Cover of an educational book titled "Amplify Desmos Math Grade 2 Centers Resources" featuring a green "C" on a light green background, perfect for enhancing New York math education.

Ancillary sampler

Included in the ancillary sampler are examples from the program Assessment Resources, Intervention and Extension Resources, Centers Resources, Additional Practice, and Math Language Development Resources.

An educational activity where users must select the block with the correct number to make a total of 10 using the given block numbers. The UI, inspired by New York math standards, features a caterpillar and two tree stumps to amplify engagement with Desmos Math tools.

Students continue to develop fluency by finding the number that makes 10 by helping a millipede reach its favorite food – a clump of leaves!

Cover of a "Grade 3 Amplify Desmos Math Teacher Edition" book, featuring a cutaway building with diverse students and a teacher working on New York math problems and organizing materials.

Teacher Edition

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 1, Sub-Unit 3: Data on Scaled Graphs.

Cover of "Amplify Desmos Math Student Edition 3" showcasing illustrated children engaged in various mathematical activities inside a glass house structure, reflecting the dynamic energy of New York math.

Student Edition

Motivate students with mathematics that is both rigorous and delightful. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 1, Sub-Unit 3: Data on Scaled Graphs.

Cover of the Amplify Desmos Math Grade 3 Centers Resources book, featuring a 3D letter "C" in blue and white on a minimalistic background, perfect for aligning with New York math standards.

Ancillary sampler

Included in the ancillary sampler are examples from the program Assessment Resources, Intervention and Extension Resources, Centers Resources, Additional Practice, and Math Language Development Resources.

A page titled "Activity 2" features a table showing counts of rabbits, raccoons, and foxes, an image of animal stickers, and a bar graph representing the number of each animal, designed to amplify your New York math lesson with engaging visual data.

Students compare data represented on bar graphs with different scales by using animal stickers to create scaled bar graphs.

Cover of "Amplify Desmos Math: Teacher Edition Grade 4" showing children learning New York Math outdoors, using large mathematical tools and numbers, with one child in a wheelchair.

Teacher Edition

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 1, Sub-Unit 2: Using Factors and Multiples.

Cover of "Amplify Desmos Math: Teacher Edition Grade 4" showing children learning New York Math outdoors, using large mathematical tools and numbers, with one child in a wheelchair.

Student Edition

Motivate students with mathematics that is both rigorous and delightful. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 1, Sub-Unit 2: Using Factors and Multiples.

Cover of the "Amplify Desmos Math" Grade 4 Centers Resources book, featuring a large, stylized blue letter "C" on a light blue background. This essential resource for New York math educators ensures engaging and effective instruction.

Ancillary sampler

Included in the ancillary sampler are examples from the program Assessment Resources, Intervention and Extension Resources, Centers Resources, Additional Practice, and Math Language Development Resources.

Interactive educational activity asking users to determine platform heights using a 3-inch tube. The interface, inspired by Desmos math tools, features a dragging function and feedback system with a checkbox and "Try another" option, amplifying the learning experience.

Students choose tube lengths to connect to platform heights for hamster homes, identifying possible heights using what they know about multiples.

Illustration of three students engaging with various math activities outdoors and around large blocks. Text at the top reads "Amplify Desmos Math, Grade 5, Teacher Edition" - a perfect resource for New York math educators.

Teacher Edition

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 1, Sub-Unit 3: Volume of Solid Figures.

Cover of "Amplify Desmos Math: Student Edition, Grade 5" featuring students engaged in various mathematical activities outside, such as block building, measuring, and gardening—a perfect resource aligning with New York math standards.

Student Edition

Motivate students with mathematics that is both rigorous and delightful. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 1, Sub-Unit 3: Volume of Solid Figures.

Cover image of "Amplify Desmos Math Grade 5 Centers Resources" featuring a large purple letter C on a light purple background, showcasing the innovative approach of Amplify Desmos Math that's making waves in New York math education.

Ancillary sampler

Included in the ancillary sampler are examples from the program Assessment Resources, Intervention and Extension Resources, Centers Resources, Additional Practice, and Math Language Development Resources.

An interactive screen showing an activity about decomposing a figure into prisms, with a touch of Desmos Math integration. The user is asked to drag points to demonstrate the decomposition. Two prism illustrations are displayed, offering a glimpse of New York Math's approach.

Students decompose a figure into rectangular prisms and determine the volume of the figure by adding the volumes of the individual prisms.

6-A1 sample materials

Click the links in the drop-down sections below to explore sample materials from each grade. For a full program review, please login to the digital platform or request physical samples. 

For helpful navigation tips and more program information, download the Amplify Desmos Math Program Guide.

You can also watch a product expert walk through a lesson and the available program components.

A laptop displays a math warm-up activity with shapes and a scale, in front of two Amplify Desmos Math teacher edition books for grades 1 and 7.
Cover of the Grade 6 Amplify Desmos Math Teacher Edition, showcasing students engaging in various mathematical activities around a balance scale with variables, inspired by New York math educational standards.

Teacher Edition

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 6, Sub-Unit 1: Solving Equations.

Cover of “Amplify Desmos Math, Student Edition, Grade 6” featuring an illustration of children engaging in various New York math-related activities outdoors.

Student Edition

Motivate students with mathematics that is both rigorous and delightful. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 6, Sub-Unit 1: Solving Equations.

Cover image of "Amplify Desmos Math" for Grade 6, featuring a 3D pink letter "I" and the text "Intervention and Extension Resources." This New York math edition supports students with comprehensive resources.

Ancillary sampler

Included in the ancillary sampler are examples from the program Assessment Resources, Intervention and Extension Resources, Additional Practice, and Math Language Development Resources.

A digital math activity shows foxes on a seesaw balanced with 18-pound weights. A multiple-choice question and text box ask for the weight of a fox in pounds.

Students use equations and tape diagrams to represent seesaw situations and to determine unknown animal weights, helping them make connections between diagrams that represent equations of the form `x+p=q` or `px=q`.

Cover image of "Amplify Desmos Math Teacher Edition Grade 7" featuring an illustration of students engaging in math-related activities with geometric shapes and construction elements against a New York cityscape background.

Teacher Edition

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 6, Sub-Unit 3: Inequalities.

Cover of "Amplify Desmos Math, Student Edition, Grade 7" showing students engaged in math activities against a cityscape reminiscent of New York, with purple geometric structures and a crane in the background.

Student Edition

Motivate students with mathematics that is both rigorous and delightful. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 6, Sub-Unit 3: Inequalities.

Cover of "Amplify Desmos Math: Grade 7 – Intervention and Extension Resources" featuring a stylized 3D "I" on a light purple background, ideal for both New York math and national curricula.

Ancillary sampler

Included in the ancillary sampler are examples from the program Assessment Resources, Intervention and Extension Resources, Additional Practice, and Math Language Development Resources.

A digital math activity screen shows a character above a number line and a box with the inequality "x > -10" entered. A cursor points to the "Edit my response" button.

Students solve inequalities with positive and negative coefficients to solve a variety of challenges featuring a fictional sheep who eats grass according to an inequality.

Illustration of children engaging in learning activities outdoors near a large slide. The title "Amplify Desmos Math Grade 8 Teacher Edition" is shown at the top, highlighting its relevance to New York math curriculum standards.

Teacher Edition

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 6, Sub-Unit 2: Analyzing Numerical Data.

Cover of the "Amplify Desmos Math" Student Edition for Grade 8, featuring students engaging in various mathematical activities in a stylized outdoor New York setting.

Student Edition

Motivate students with mathematics that is both rigorous and delightful. To help you preview the program, we have included samples from a complete sub-unit on this site: Unit 6, Sub-Unit 2: Analyzing Numerical Data.

Cover of "Amplify Desmos Math Grade 8: Intervention and Extension Resources" featuring a stylized "I" on a gray background, tailored for New York math standards.

Ancillary sampler

Included in the ancillary sampler are examples from the program Assessment Resources, Intervention and Extension Resources, Additional Practice, and Math Language Development Resources.

A graph plots four robot colors by height and eye distance; on the right, matching colored robots stand side by side, labeled Red, Purple, Blue, and Green.

Students connect points on a scatter plot with individuals in a population and rows of data in a table. The analysis of scatter plots continues with data about the eye distances and heights of robots.

Cover of "Amplify Desmos Math: Algebra 1, Teacher Edition" featuring diverse characters engaged in mathematical activities, with a graph and a bridge in the background, illustrating the vibrant energy of New York math.

Teacher Edition

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you preview the program, we have included samples from two complete sub-units on this site: Unit 2, Sub-Units 1–2: One-Variable Equations and Multi-Variable Equations.

Cover of "Amplify Desmos Math" Student Edition A1, featuring an illustration of diverse characters engaging in New York math activities against a backdrop of graphs and mathematical concepts.

Student Edition

Motivate students with mathematics that is both rigorous and delightful. To help you preview the program, we have included samples from two complete sub-units on this site: Unit 2, Sub-Units 1–2: One-Variable Equations and Multi-Variable Equations.

Cover of an Amplify Desmos Math Algebra 1 ancillary sampler, featuring students interacting with graphs and mathematical models, including a rocket and a parabola.

Ancillary sampler

Included in the ancillary sampler are examples from the program Assessment Resources, Intervention and Extension Resources, Additional Practice, and Math Language Development Resources.

A math activity screen shows a cartoon snail, purple blocks, and a table comparing blocks and a math equation; a cursor hovers over the "Edit my response" button.

Students represent the solutions of a situation using a table, a graph, and multiple forms of an equation to identify multiple combinations of blocks that can help Shelley the Snail cross a gap.

Centering students in math curriculum adaptations

Starting with a high-quality math program

In her research article, “Examining Key Concepts in Research on Teachers’ Use of Mathematics Curricula”, Janine Remillard described curriculum use as a dynamic and ongoing relationship between teachers and resources—a relationship shaped by both the teacher and characteristics of the resource.

I have found that while certain characteristics can make a math curriculum high-quality, it is only through its relationship with teachers that it creates truly meaningful math experiences for students.

In my own teaching experiences and now back in classrooms with teachers, I am convinced that no matter how well-constructed a lesson, it only gets better as teachers plan collaboratively and center their students.

Shaping lessons for the students in your classroom can be challenging because there is not one right way or time to adapt a lesson, and the reasons we adapt vary.

Sometimes we make relatively small tweaks to the wording of a prompt, a question the teacher should pose, or the timing of an activity.

Other times we make more substantial changes to the task or task structure in order to more clearly move toward the learning goal based on what we are seeing and hearing from students.

And then there are the times we realize in the midst of an activity we should have made an adaption in our planning.

I recently taught a 5th grade fractions lesson that provided a perfect example of the dynamic nature of the work.

Engaging in a math curriculum activity

This particular lesson falls at the end of the fraction addition and subtraction unit.

The Warm-Up of this lesson is a Number Talk, which made sense to the 5th grade teachers and I, given the unit focus.

We reviewed the mathematical concepts and problems in our planning session, anticipated that students might find common denominators, and agreed that the synthesis discussion around denominator choice aligned with the problems. 

Four addition problems with fractions—1/8 + 5/8, 1/8 + 6/16, 1/8 + 1/3, and 1/8 + 5/12—are arranged vertically to support math students and center student ideas in the math curriculum.

While we anticipated that students would successfully add, the number choices in the string led students to solve each one the same exact way, with the only difference being whether they stated their sum in simplest form or not.

Halfway through, we could see the majority of the students were getting bored and it was hard to infuse curiosity and excitement around denominator choice because students had already generalized a way of finding a common denominator—which at this point in the unit was great!

In the midst of the Number Talk, we paused and debated pivoting our focus to the problems in relation to one another rather than denominator choice. But we knew that doing that would add extra time to the lesson, when we needed the majority of the time for the activities that followed.

So we wrapped it up and moved on, knowing we had time to discuss our choice in an upcoming planning session.

Adapting in ways that center student ideas

After class, I couldn’t stop thinking about revisions I would make if we had the opportunity to plan it all over again. Because although the problems in the string supported mental calculation and aligned with the lesson activities, the students needed something different at this point in their learning.

After reflecting with colleagues, we decided the timing of that particular Number Talk for these students was too late in the unit and wondered if a different routine would have made it more engaging.

Using that Number Talk as a rough draft (shout out to Mandy Jansen), I played around with different number choices and routines we might use in a second take on that lesson. 

If we wanted to stick with the same task structure, we could adjust the numbers to create a new Number Talk or True or False? routine that more explicitly encouraged relational reasoning and use of the properties.

For example, the following problem strings still attend to denominators when adding fractions but also open up the space for more interesting and engaging student discourse. 

Number Talk

Four horizontal equations invite math students to add fractions with different denominators—1/8 + 5/8; 1/8 + 1/2; 1/8 + 1/2 + 9/24; and 1/8 + 1/2 + 9/24 + 6/4—centering student ideas as part of a dynamic math curriculum.

True or False?

Four lines of math equations with fractions involve addition, comparison, and equality symbols—featuring denominators like 8, 16, 3, 7, and 24—centered on student ideas to enhance the math curriculum for eager math students.

If we wanted to use a different structure altogether, we could try the Which One Doesn’t Belong? routine to provide opportunities for students to notice other interesting aspects.

In this activity, students share reasons why one of four items—in this case, equations—doesn’t belong. There is no single right answer because each object could both belong and not belong, depending on the student’s criteria. (If you’ve never tried this routine, it’s a must!)

A set of four boxes labeled A to D, each showing a math equation involving the addition of two fractions and their simplified sum—perfect for centering student ideas and matching student needs in any math curriculum.

Because I couldn’t wait until this lesson next year to see what students would do with one of these ideas, I asked them to write about the Which One Doesn’t Belong? The variation among their ideas was exciting.

While I could still see attention to the denominators as in the original Warm-Up, students were now describing their ideas in much more unique ways. If this had been the original Warm-Up, it’s not hard to imagine how much more engaged students would have been—and how much more teachers would have learned about their thinking. 

A worksheet from the math curriculum asks which fraction equation doesn't belong; all options are shown worked out, and a handwritten note concludes that none are wrong if you do the math, centering student ideas and matching student needs.
Student response 2 to the "Which One Doesn't Belong Question" This students picks option A
Student response 2 to the "Which One Doesn't Belong Question" This students picks option A
Student response 2 to the "Which One Doesn't Belong Question" This students picks option B
Student response 2 to the "Which One Doesn't Belong Question" This students picks option B
Student response 2 to the "Which One Doesn't Belong Question" This students picks option C
Student response 2 to the "Which One Doesn't Belong Question" This students picks option D
Student response 2 to the "Which One Doesn't Belong Question" This students picks option A and D

Learning from within the work of teaching

Curriculum materials have shaped my teaching and learning since the beginning of my time in the classroom. They then became the focus of my work at Illustrative Mathematics and now in my current work at Amplify.

I am a strong advocate for high-quality curriculum materials, and at the same time, I also believe that every curriculum can always be improved to better meet the needs of students and teachers.

I continually recognize and appreciate the time I get to spend planning, teaching, and reflecting with teachers about their dynamic and ongoing relationship with curriculum materials.

These opportunities to learn from within the work of teaching are invaluable inputs to our current work at Amplify, where we have the exciting opportunity to improve the characteristics of math resources currently in schools. 

Want to learn more from Kristin Gray? Watch her webinar!

Welcome to Amplify Desmos Math California!

California educators, welcome to math that motivates. Introducing Amplify Desmos Math California, a curiosity-driven TK–12 program that builds lifelong math proficiency. Each lesson poses problems that invite a variety of approaches before guiding students to synthesize their understanding of the learning goals. Students encounter math problems they’re eager to solve, while teachers spend more time where it’s most impactful—creating a collaborative classroom of learners.

Explore the California Adoption Toolkit resources and discover more about the program in the sections below.

Built for California

The Amplify Desmos Math California program is designed around the vision articulated in the Mathematics Framework for California Public Schools: Kindergarten Through Grade Twelve to enable all California students to become powerful users of mathematics. Our program incorporates the latest research in student learning, meaning that we:

  • Focus on the Big Ideas: Amplify Desmos Math California’s courses, units, and lessons are centered around the Big Ideas. Big Ideas, like standards, are not considered in isolation. In addition to each unit and lesson’s focal Big Ideas, Amplify Desmos Math California also provides connections among the Big Ideas across units and lessons.
  • Center on open and engaging tasks: Amplify Desmos Math California is grounded in engaging tasks meant to address students’ often-asked question: “Why am I learning this?”  Students are invited into learning with low-floor, high-ceiling tasks that provide an entry point for all. Open tasks in Amplify Desmos Math California provide the space for students to try on multiple strategies and represent their thinking in different ways, and allow student explanation and discussion to serve as the center of the classroom. All lessons offer both print and digital representations.
  • Provide enhanced digital experiences: Amplify Desmos Math California includes digitally-enhanced lesson activities, incorporating interactive digital tools alongside print materials. These purposefully-placed resources allow students to visualize mathematical concepts, receive actionable feedback while practicing, encounter personalized learning support from an onscreen tutor, and engage in discussions about their thinking and approaches.
  • Treat core instruction and differentiation as integral partners: The Amplify Desmos Math California curriculum provides teachers with lessons, strategies, and resources to eliminate barriers and increase access to grade-level content without reducing the mathematical demand of tasks. Every activity has multiple entry points to ensure that all students are supported and challenged. Intervention and personalized learning activities are directly connected to lesson content and offer students individualized support as they dive into the mathematics.

California Adoption Toolkit resources

Program Description

Linked here is the Program Description for Amplify Desmos Math California.

Our Major Conceptual Ideas Strategy

The renowned mathematician William Paul Thurston said that mathematics is about understanding. The essence of this perspective is woven into the California Mathematics Framework. The Framework is clear that mathematics calls for “original thought and connections of concepts” and that mathematics teaching should “position students as thinkers and members of the classroom community…to support students in seeing themselves as young mathematicians.”

When Amplify developed Amplify Desmos Math California, we built it with one clear priority: grounding it in student understanding. The Framework provided a basis in the Big Ideas, of course, but also in the Drivers of Investigation (DIs), Content Connections (CCs), and Standards for Mathematical Practice (SMPs). Using those components of the Framework, we organized student learning around how students would make sense of the mathematics.

In addition to lessons and learning experiences specifically designated as Explore lessons or Investigations, we utilized the structure of the DIs, CCs, and SMPs in each lesson. Not only is every lesson in our program tied to one or more of the Big Ideas and their connections with one another, every lesson is also framed around these additional components. Each Lesson Overview centers around these questions:

Why? Why are students learning this content?

How? How are students grappling with the mathematical concepts?

What? What contexts encourage students to apply their knowledge?

Each of these questions maps to one of the additional aspects of the Mathematical Framework. Addressing the “Why?” grounds the lesson in one or more of the Drivers of Investigation. Focusing on “How?” encourages students to develop the habits of mind described by the SMPs, becoming explorers in mathematics rather than passive recipients. And maintaining attention on “What?” centers students and teachers on the precise mathematical topics that they are exploring aligned to the four Content Connections.

The Big Ideas and the conceptual and pedagogical shifts in the California Mathematics Framework reflect a shared goal to center education on student understanding. The Amplify Desmos Math California team is eager to support educators and students in their transition to conceptual understanding through our High-Quality Instructional Materials, professional development opportunities, and continued support.

Standards Maps

The links below provide the Standards Maps for Amplify Desmos Math California for each grade level.

Evaluation Criteria Map

Linked here is the Evaluation Criteria Map for grades K–8. Please note that you will need to be logged into the digital platform to access the links in the Evaluation Criteria Map.

Standards for Mathematical Practice

The links below provide the alignment of Amplify Desmos Math California to the Standards for Mathematical Practice at each grade level.

Big Ideas

Amplify Desmos Math California’s courses, units, and lessons are centered around the Big Ideas. In addition to each unit and lesson’s focal Big Ideas, Amplify Desmos Math California also provides connections among the Big Ideas across units and lessons. Please refer to Keeping the Big Ideas at the Center (linked below) for specific lesson designs and alignment with the Big Ideas for each grade level.

Drivers of Investigation and Content Connections

Amplify Desmos Math California incorporates the Drivers of Investigation and Content Connection throughout the program. Throughout the year, students engage with open and authentic tasks of varying durations — from lesson activities to unit-level Explore lessons and longer course-level Investigations. Every lesson and investigation opportunity is grounded around the why, how, and what of the learning experience, and helps teachers bring mathematical concepts to life.

A three-column chart details: Drivers of Investigation, Standards for Mathematical Practice, and Content Connections, each with their respective codes and brief descriptions.

California English Language Development Standards

The links below provide the alignment of Amplify Desmos Math California to the California English Language Development Standards at each grade level.

California Environmental Principles and Concepts

Select lessons, performance tasks, and investigations across grade levels in Amplify Desmos Math California are aligned to one or more of the California Environmental Principles and Concepts. Click the links below to view how the California Environmental Principles and Concepts are represented in each grade level.

Contact us

For questions, samples, or more information, please contact your local Amplify Account Executive:

Erin King
Sales Director, CA
(512) 736-3162
eking@amplify.com		 Northern CA
Wendy Garcia
Senior Account Executive
(510) 368-7666
wgarcia@amplify.com		 Bay Area
Lance Burbank
Account Executive
(415) 830-5348
lburbank@amplify.com
Central Valley and Central Coast
Demitri Gonos
Senior Account Executive
(559) 355-3244
dgonos@amplify.com		 Ventura and L.A. County
Jeff Sorenson
Associate Account Executive
(310) 902-1407
jsorenson@amplify.com		 Orange and L.A. County
Lauren Sherman
Senior Account Executive
(949) 397-5766
lsherman@amplify.com
San Bernardino and L.A. County
Michael Gruber
Senior Account Executive
(951) 520-6542
migruber@amplify.com		 Riverside and L.A. County
Brian Roy
Account Executive
(818) 967-1674
broy@amplify.com		 San Diego County
Kirk Van Wagoner
Senior Account Executive
(760) 696-0709
kvanwagoner@amplify.com
Under 2300 students in Bay Area, Sacramento Valley, and Northern Counties
Kevin Mauser
Lead Account Executive
(815) 534-0148
kmauser@amplify.com		 Under 2300 students in Southern CA, Central Coast, and Southern Central Valley Counties
Charissa Snyder
Account Executive
(720) 936-6802
chsnyder@amplify.com		  

Families & Caregivers — Welcome to Amplify Desmos Math New York for grades K–5!

This is the initial version of the Caregiver Hub for Amplify Desmos Math New York. Para la versión en español, haga clic aquí.

Welcome to the Amplify Desmos Math New York K–5 Caregiver Hub for grades K–5. We’re so excited your student’s school has chosen our program! We designed this space to help you support your student in their math journey this year. Your hard work plays an essential role in your student’s math experience.

We hope your student enjoys using technology to explore math, working with friends to solve problems, and learning all sorts of new and interesting concepts. And we hope you love experiencing it with them!

Excited to learn together,
—The Amplify Desmos Math team

A math activity interface instructs to determine platform heights using a tube length. A student workbook titled "Amplify Desmos Math, New York, Volume 1" featuring children playing is also visible.

Introducing Amplify Desmos Math

Amplify Desmos Math is a core math curriculum built for kindergarten through grade 5. We developed the program around the idea that a structured approach to problem-based learning builds on students’ curiosity to develop lasting grade-level understandings for all students. Each lesson offers opportunities to develop students’ understanding; connect their ideas; grow their skill fluency; and empower them to ask questions, explore, and make discoveries.

Amplify Desmos Math uses a student-centered approach to instruction, which has been proven to significantly increase math learning. Our mission is for your students to learn math—and to love learning math!

In every lesson, the Amplify Desmos Math curriculum poses engaging and relevant problems to solve, giving students daily opportunities to think critically, work collaboratively, and actively participate in their own learning.

Screenshot of the Amplify Desmos Math New York, K-5 section on the Desmos Classroom website displaying a list of ADM lessons for different grade levels.

About student-centered math instruction

Student-centered instruction may look different from the way students have learned math in the past, and perhaps from the way you learned math. Instead of memorizing formulas and tricks, student-centered learning focuses on giving students opportunities to figure out how math works. Research shows that students and teachers alike prefer this method, and teachers report that student-centered instruction has helped their students learn more math.

A diverse group of students, one wearing a unicorn headband, looks at a teacher pointing to an amplify math bar graph on a board.

This way of learning helps students:

  • Understand how math concepts work.
  • Remember what they learn in class and apply their knowledge to new situations.
  • Perform better on standardized tests and have more growth in their grades than their peers who learn through other methods.
  • Learn to communicate in writing and verbally, understand and challenge the opinions of others, and build confidence in solving new problems.
  • Develop key skills for success in college and the workplace, like using technology, completing projects independently and with others, and persevering through difficult problems.

What materials do students use?

Amplify Desmos Math supports blended learning with supportive print materials and a unique digital experience. All Amplify Desmos Math K–5 lessons are available in a write-in Student Edition book. Many of the lessons are designed to include hands-on activities with manipulatives. An age-appropriate number of lessons are designed for students to use digital devices like laptops or tablets. These include enhanced digital experiences that teachers can assign to students.

Three animated women of diverse ethnicities smiling and discussing a math curriculum around a laptop at a table, with colorful abstract shapes in the background.

Here’s what you can expect for your students from Amplify Desmos Math:

  • Lessons that drive classroom discussions so students can work toward a shared understanding and sense of community.
  • Responsive feedback that interprets student responses in context and encourages perseverance and revision.
  • Easy-to-follow lesson plans tested in classrooms across the country, with clear teaching suggestions, strategies, and Math Language Routines.
  • Practice problems to support fluency and help students review previous topics.
  • Recommended differentiation suggestions for teachers so that they can meet the needs of diverse learners.
  • Formative assessments that provide information on student understanding so that they can adjust their instruction to meet the needs of all students in their class.
  • Summative assessments that help teachers understand what students know about the math content they have been learning.
  • Daily lesson-level assessments so that teachers can frequently check for understanding.
  • A caregiver resource for each unit that includes explanations of key math concepts and problems to try with your student.

When students use devices, teachers can monitor students’ work in real time, making sure they get the exact support that they need at every part of the lesson, in and outside of class. Here is a sample of what a teacher sees on their dashboard to help them monitor thinking and support student learning.

Screenshot of a digital class attendance and activity tracker with student names and checkboxes indicating their participation in various New York math tasks.

Students are also able to access their digital work at home. Here’s an article on how to navigate the student home page.

What does a lesson look like?

Students in an Amplify Desmos Math classroom can be seen (and heard!)—asking questions, debating answers, justifying their thinking, grappling with problems, and working together and independently.

Two students, one male and one female, are sitting at a desk with a laptop, discussing a project under a "math club" sign, with speech bubble icons above them.

Here’s what a typical Amplify Desmos Math lesson includes:

  • Warm-up: A short, attention-getting problem to get students interested in the lesson.
  • Activities: 1-2 mini-activities that challenge students’ problem-solving skills.
  • Synthesis: Discussion to review and bring together the important concepts from the lesson.
  • Show What You Know and Reflection: Questions for students to show what they know from the lesson. (Note: The “Show What You Know” lesson assessment is optional for the teacher to assign in kindergarten and grade 1)
  • Centers: Student-led activity stations that reinforce the math learned during lesson activities through interactive and often game-like formats. In kindergarten and grade 1, time for Centers is built into the last 15 minutes of every lesson.

Here’s what is available after the lesson to support, strengthen, and stretch students’ learning:

  • Differentiation: Mini-lessons, Centers, extensions, personalized learning, and fluency practice.
  • Practice: Additional problems your student’s teacher may assign for classwork or homework.

How can caregivers support math learning at home?

Use our Unit Support for Caregivers

We’ve created a Caregiver Resource for every unit of the program that provides a summary of key concepts, plus a problem from the lesson practice set you can work through with your student. Within each of the grade-level links below, you’ll find a Caregiver Resource document for each unit, in both English and Spanish.

Grade 1
Unit 1: Adding, Subtracting, and Working With Data
English
Spanish

Grade 3
Unit 1: Introducing Multiplication
English
Spanish

Grade 5
Unit 1: Volume
English
Spanish

Review practice problems together

Your student’s teacher may assign practice problems at the end of each lesson for classwork or homework. If your student has already completed the practice problems for the lesson, ask your student to walk you through how they solved each problem, or talk about any parts that were challenging for them. Ask your students follow-up questions to encourage the use of math language as they explain their thinking, such as: “How do you know?,” “How can you show your thinking?,” or “How would you describe that?” If students are stuck, ask support questions such as, “What information do you know here?” or “How could you represent this problem?”

Getting stuck is okay!

Emphasize that getting stuck is part of the process and a necessary part of learning. Many students (and adults!) fear making mistakes. However, research shows that making mistakes helps your brain grow more. When your student gets stuck on a problem, encourage them to try different strategies, even if they are not sure if they are right.

Find the math in everyday life.

Relate math to daily activities at home, whether grocery shopping, preparing a meal, or planning for a trip to the store. Your student can help you figure out how many more apples there are than oranges in the grocery cart, show how to split a sandwich into fourths, or figure out how much change you’ll receive in exchange for a ten dollar bill. Encourage your student to point out ways that you use math in daily tasks.

Read the Unit Story with your student.

Each unit in Amplify Desmos Math K–5 begins with a read-aloud story to engage students and provide context for the math of the unit. Elements and characters from the Unit Story then appear in lessons throughout the rest of the unit.

Access our Featured Collection of free K–5 Lessons and Activities.

Explore our latest free K–5 content in our Desmos Classroom Featured Collection. With our free collection, you can access:

  • Digital Lessons: Engaging interactive lessons
  • Mini-Lessons: A mix of print and digital activities designed for small-group instruction
  • Math Routines: Short digital activities to kick-start instruction and encourage math discussions
  • Bite-Sized Math Moments: Digital practice activities that use Polypad virtual manipulatives, designed to be used flexibly

Click here to access the collection and sign up for a free account.

How do caregivers access the program at home?

Your student will have access to all learning, practice, and assessment materials through the Amplify platform. Students can access the digital curriculum in school and at home by following these simple instructions.

  • Click the orange Login to Amplify Desmos Math button below.
  • Select Log in with Amplify.
  • Enter your student’s username and password provided by your student’s teacher.
  • Select your student’s grade level.
Login to Amplify Desmos Math

Grade 6

Module 1: Ratios and Unit Rates

Eureka MathDesmos Math 6–A1
Topic A Representing and Reasoning About Ratios 
Lesson 1: Ratios
Lesson 2: Ratios		Unit 2
Lesson 1: Pizza Maker [Free lesson]
Lesson 2: Ratio Rounds (Print available)
Lesson 3: Equivalent Ratios
Lesson 4: Equivalent Ratios		Unit 2
Lesson 3: Rice Ratios
Lesson 4: Fruit Lab [Free lesson]
Lesson 5: Balancing Act
Lesson 7: Mixing Paint, Part 1
Lesson 8 World Records (Print available)
Lesson 11 Community Life (Print available)
Practice Day 1 (Print available)
Lesson 5: Solving Problems by Finding Equivalent Ratios
Lesson 6: Solving Problems by Finding Equivalent Ratios		Unit 2
Lesson 5 Balancing Act
 
Lesson 7: Associated Ratios and the Value of a Ratio
Lesson 8: Equivalent Ratios Defined Through the Value of a Ratio		Unit 2
Lesson 6: Product Prices (Print available)
Lesson 7: Mixing Paint, Part 1
Topic B Collections of Equivalent Ratios 
Lesson 9: Tables of Equivalent RatiosUnit 2
Lesson 6: Product Prices (Print available)
Lesson 7: Mixing Paint, Part 1
Lesson 10: The Structure of Ratio Tables-Additive and MultiplicativeUnit 2
Lesson 10: Balloons
Lesson 11: Community Life (Print available)
Lesson 11: Comparing Ratios Using Ratio TablesUnit 2
Lesson 10: Balloons
Lesson 12: From Ratio Tables to Double Number Line DiagramsUnit 2
Lesson 6: Product Prices (Print available)
Lesson 8: World Records (Print available)
Lesson 12: Mixing Paint, Part 2
Lesson 14: Lunch Waste (Print available)
Practice Day 2 (Print available)
Lesson 13: From Ratio Tables to Equations Using the Value of a Ratio 
Lesson 14: From Ratio Tables, Equations, and Double Number Line Diagrams to Plots on the Coordinate Plane 
Lesson 15: A Synthesis of Representations of Equivalent Ratio Collections 
Topic C Unit Rates 
Lesson 16: From Ratio to RatesUnit 2
Lesson 8: World Records (Print available)
 
Unit 3
Lesson 4: Model Trains
Lesson 5: Soft Serve [Free lesson]
Lesson 6: Welcome to the Robot Factory
Lesson 17: From Rates to Ratios 
Lesson 18: Finding a Rate by Dividing Two QuantitiesUnit 3
Lesson 4: Model Trains
Lesson 5: Soft Serve [Free lesson]
Lesson 6: Welcome to the Robot Factory
Lesson 7: More Soft Serve
Lesson 19: Comparison Shopping-Unit Price and Related Measurement Conversions
Lesson 20: Comparison Shopping-Unit Price and Related Measurement Conversions
Lesson 21: Getting the Job Done—Speed, Work, and Measurement Units
Lesson 22: Getting the Job Done—Speed, Work, and Measurement Units		Unit 3
Lesson 2: Counting Classrooms
Lesson 3: Pen Pals
Lesson 23: Problem-Solving Using Rates, Unit Rates, and Conversions.Unit 3
Lesson 13: A Country as a Village
Topic D Percent 
Lesson 24: Percent and Rates per 100Unit 3
Lesson 8: Lucky Duckies [Free lesson]
Lesson 9: Bicycle Goals
Lesson 25: A Fraction as a Percent 
Lesson 26: Percent of a Quantity.Unit 3
Lesson 10: What´s Missing? (Print available)
Lesson 11: Cost Breakdown
Lesson 27: Solving Percent Problems
Lesson 28: Solving Percent Problems
Lesson 29: Solving Percent Problems		Unit 3
Lesson 10: What´s Missing? (Print available)
Lesson 11: Cost Breakdown
Lesson 12: More Bicycle Goals
Lesson 13: A Country as a Village
Practice Day 2 (Print available)

Module 2: Arithmetic Operations Including Division of Fractions

Lesson 1: Interpreting Division of a Fraction by a Whole Number—Visual Models.Unit 4
Lesson 2: Making Connections (Print available)
Lesson 2: Interpreting Division of a Whole Number by a Fraction —Visual Models.Unit 4
Lesson 1: Cookie Cutter
Lesson 3: Flour Planner [Free lesson]
Lesson 4: Flower Planters
Lesson 5: Garden Bricks (Print available)
Lesson 3: Interpreting and Computing Division of a Fraction by a Fraction—More Models
Lesson 4: Interpreting and Computing Division of a Fraction by a Fraction—More Models		Unit 4
Lesson 5: Garden Bricks
Lesson 6: Fill the Gap [Free lesson]
Lesson 7: Break It Down
Lesson 8: Potting Soil
Lesson 9: Division Challenges
Lesson 10: Swap Meet (Print available)
Practice Day
Lesson 5: Creating Division Stories. 
Lesson 6: More Division Stories. 
Lesson 7: The Relationship Between Visual Fraction Models and Equations 
Lesson 8: Dividing Fractions and Mixed NumbersUnit 4
Lesson 5: Garden Bricks (Print available)
Lesson 6: Fill the Gap [Free lesson]
Topic B Multi-Digit Decimal Operations—Adding, Subtracting, and Multiplying
Lesson 9: Sums and Differences of DecimalsUnit 5
Lesson 2: Decimal Diagrams [Free lesson]
Lesson 3: Fruit by the Pound
Lesson 4: Missing Digits
Lesson 10: The Distributive Property and the Products of DecimalsUnit 5
Lesson 5: Decimal Multiplication
Lesson 6: Multiplying with Areas
Lesson 7: Multiplication Methods (Print available)
Lesson 11: Fraction Multiplication and the Products of DecimalsUnit 5
Lesson 7: Multiplication Methods (Print available)
Topic C Dividing Whole Numbers and Decimals
Lesson 12: Estimating Digits in a Quotient 
Lesson 13: Dividing Multi-Digit Numbers Using the AlgorithmUnit 5
Lesson 9: Long Division Launch
Practice Day 1 (Print available)
Practice Day 2 (Print available)
Lesson 14: The Division Algorithm—Converting Decimal Division into Whole Number Division Using Fractions. 
Lesson 15: The Division Algorithm—Converting Decimal Division into Whole Number Division Using Mental Math 
Topic D Number Theory—Thinking Logically About Multiplicative Arithmetic 
Lesson 16: Even and Odd Numbers 
Lesson 17: Divisibility Tests for 3 and 9 
Lesson 18: Least Common Multiple and Greatest Common FactorUnit 5
Lesson 14: Common Multiples
Lesson 15: Common Factors
Practice Day 2 (Print available)
Lesson 19: The Euclidean Algorithm as an Application of the Long Division Algorithm 

Module 3: Rational Numbers

Lesson 1: Positive and Negative Numbers on the Number Line—Opposite Direction and ValueUnit 7Lesson 2: Digging Deeper
Lesson 2: Real-World Positive and Negative Numbers and Zero.
Lesson 3: Real-World Positive and Negative Numbers and Zero.		Unit 7 Lesson 4: Sub-Zero
Lesson 4: The Opposite of a Number
Lesson 5: The Opposite of a Number’s Opposite
Lesson 6: Rational Numbers on the Number Line		Unit 7Lesson 2: Digging Deeper
Topic B Order and Absolute Value
Lesson 7: Ordering Integers and Other Rational Numbers
Lesson 8: Ordering Integers and Other Rational Numbers
Lesson 9: Comparing Integers and Other Rational Numbers		Unit 7Lesson 3: Order in the Class (Print available) [Free lesson]
Lesson 10: Writing and Interpreting Inequality Statements Involving Rational Numbers 
Lesson 11: Absolute Value—Magnitude and Distance
Lesson 12: The Relationship Between Absolute Value and Order		Unit 7Lesson 5: Distance on the Number Line
Lesson 13: Statements of Order in the Real World. 
Topic C Rational Numbers and the Coordinate Plane 
Lesson 14: Ordered Pairs
Lesson 15: Locating Ordered Pairs on the Coordinate Plane		Unit 7Lesson 9: Sand Dollar SearchLesson 10: The A-maze-ing Coordinate PlaneLesson 11: Polygon Maker
Lesson 16: Symmetry in the Coordinate Plane. 
Lesson 17: Drawing the Coordinate Plane and Points on the PlaneLesson 10: The A-maze-ing Coordinate Plane
Lesson 18: Distance on the Coordinate PlaneUnit 7Lesson 11: Polygon Maker
Lesson 19: Problem Solving and the Coordinate PlaneUnit 7Lesson 12: Graph Telephone (Print available)Practice Day 2 (Print available)

Module 4: Expressions and Equations

Topic A Relationships of the Operations 
Lesson 1: The Relationship of Addition and Subtraction 
Lesson 2: The Relationship of Multiplication and Division 
Lesson 3: The Relationship of Multiplication and Addition. 
Lesson 4: The Relationship of Division and Subtraction 
Topic B Special Notations of Operations 
Lesson 5: ExponentsUnit 6Lesson 10: PowersLesson 11: Exponent Expressions (Print available)Practice Day 2 (Print available)
Lesson 6: The Order of Operations 
Topic C Replacing Letters and Numbers 
Lesson 7: Replacing Letters with Numbers
Lesson 8: Replacing Numbers with Letters		Unit 6Lesson 7: Border TilesLesson 12: Squares and Cubes
Topic D Expanding, Factoring, and Distributing Expressions 
Lesson 9: Writing Addition and Subtraction ExpressionsUnit 6Lesson 6: Vari-applesLesson 8: Products and Sums [Free lesson]Lesson 9: Products, Sums, and Differences
Lesson 10: Writing and Expanding Multiplication Expressions
Lesson 11: Factoring Expressions
Lesson 12: Distributing Expressions		Unit 6Lesson 8: Products and Sums [Free lesson]Lesson 9: Products, Sums, and Differences
Lesson 13: Writing Division Expressions 
Lesson 14: Writing Division Expressions 
Topic E Expressing Operations in Algebraic Form 
Lesson 15: Read Expressions in Which Letters Stand for Numbers
Lesson 16: Write Expressions in Which Letters Stand for Numbers
Lesson 17: Write Expressions in Which Letters Stand for Numbers		Unit 6Lesson 6: Vari-applesLesson 7: Border Tiles
Topic F Writing and Evaluating Expressions and Formulas 
Lesson 18: Writing and Evaluating Expressions—Addition and Subtraction
Lesson 19: Substituting to Evaluate Addition and Subtraction Expressions
Lesson 20: Writing and Evaluating Expressions—Multiplication and Division
Lesson 21: Writing and Evaluating Expressions—Multiplication and Addition		Unit 6Lesson 7: Border TilesLesson 8: Products and Sums [Free lesson]Lesson 9: Products, Sums, and DifferencesLesson 12: Squares and Cubes
Lesson 22: Writing and Evaluating Expressions—ExponentsUnit 6Lesson 10: PowersLesson 11: Exponent Expressions (Print available)Lesson 12: Squares and CubesPractice Day 2 (Print available)
Topic G Solving Equations 
Lesson 23: True and False Number Sentences
Lesson 24: True and False Number Sentences		Unit 6Lesson 1: Weight for It [Free lesson]
Lesson 25: Finding Solutions to Make Equations TrueUnit 6Lesson 1: Weight for It [Free lesson]Lesson 2: Five Equations
Lesson 26: One-Step Equations—Addition and SubtractionUnit 6Lesson 1: Weight for It [Free lesson]Lesson 2: Five EquationsLesson 3: Hanging Around
Lesson 27: One-Step Equations—Multiplication and Division
Lesson 28: Two-Step Problems—All Operations
Lesson 29: Multi-Step Problems—All Operations		Unit 6Lesson 3: Hanging AroundLesson 4: Hanging It UpLesson 5: Swap and Solve
Topic H Applications of Equations 
Lesson 30: One-Step Problems in the Real World
Lesson 31: Problems in Mathematical TermsLesson Lesson 32: Multi-Step Problems in the Real World		Unit 6Lesson 3: Hanging AroundLesson 4: Hanging It UpLesson 5: Swap and SolvePractice Day 1 (Print available)
Lesson 33: From Equations to Inequalities
Lesson 34: Writing and Graphing Inequalities in Real-World Problems		Unit 7Lesson 6: Tunnel Travel [Free lesson]Lesson 7: Comparing WeightsLesson 8: Shira´s Solutions

Module 5: Area, Surface Area, and Volume Problems

Topic A: Area of Triangles, Quadrilaterals, and Polygons
Lesson 1: The Area of Parallelograms Through Rectangle FactsUnit 1Lesson 3: Exploring Parallelograms (Print available) [Free lesson]Lesson 4: Off the Grid
Lesson 2: The Area of Right Triangles
Lesson 3: The Area of Acute Triangles Using Height and Base		Unit 1Lesson 5: Exploring Triangles (Print available)Lesson 6: Triangles and ParallelogramsLesson 7: Off the Grid, Part 2
Lesson 4: The Area of All Triangles Using Height and BaseUnit 1Lesson 6: Triangles and ParallelogramsLesson 7: Off the Grid, Part 2
Lesson 5: The Area of Polygons Through Composition and DecompositionUnit 1Lesson 2: LettersLesson 8: Pile of PolygonsPractice Day 1 (Print available)
Lesson 6: Area in the Real World 
Topic B Polygons on the Coordinate Plane 
Lesson 7: Distance on the Coordinate PlaneUnit 1Lesson 8: Pile of Polygons
Lesson 8: Drawing Polygons in the Coordinate PlaneUnit 7Lesson 11: Polygon Maker
Lesson 9: Determining Perimeter and Area of Polygons on the Coordinate PlaneUnit 1Lesson 8: Pile of Polygons
Lesson 10: Distance, Perimeter, and Area in the Real World 
Topic C Volume of Right Rectangular Prisms 
Lesson 11: Volume with Fractional Edge Lengths and Unit CubesUnit 4Lesson 11: Classroom ComparisonsLesson 12: Puzzling Areas (Print available) [Free lesson]Lesson 13: Volume ChallengesLesson 14: Planter Planner (Print available)
Lesson 12: From Unit Cubes to the Formulas for Volume  
Lesson 13: The Formulas for Volume 
Lesson 14: Volume in the Real WorldUnit 4Lesson 14: Planter Planner (Print available)
Topic D Nets and Surface Area 
Lesson 15: Representing Three-Dimensional Figures Using Nets
Lesson 16: Constructing Nets
Lesson 17: From Nets to Surface Area		Unit 1Lesson 10: Plenty of PolyhedraLesson 11: Nothing But Nets (Print available)Lesson 13: Take It To Go (Print available)
Lesson 18: Determining Surface Area of Three-Dimensional FiguresUnit 1Lesson 9: Renata´s Stickers [Free lesson]Lesson 10: Plenty of PolyhedraLesson 11: Nothing But Nets (Print available)Lesson 13: Take It To Go (Print available)Practice Day 2 (Print available)
Lesson 19: Surface Area and Volume in the Real World 
Lesson 19a: Addendum Lesson for Modeling―Applying Surface Area and Volume to Aquariums 
Lesson 3: The Area of Acute Triangles Using Height and BaseUnit 1Lesson 5 Exploring TrianglesLesson 6 Triangles and ParallelogramsLesson 7 Off the Grid, Part 2

Module 6: Statistics

Topic A Understanding Distributions 
Lesson 1: Posing Statistical QuestionsUnit 8 Lesson 1: Screen TimeLesson 2: Dot Plots
Lesson 2: Displaying a Data Distribution
Lesson 3: Creating a Dot Plot		Unit 8 Lesson 2: Dot PlotsLesson 3: Minimum Wage (Print available) [Free lesson]Lesson 4: Lots More Dots
Lesson 4: Creating a Histogram
Lesson 5: Describing a Distribution Displayed in a Histogram		Unit 8Lesson 5: The Plot Thickens [Free lesson]Lesson 6: DIY Histograms (Print available)
Topic B Summarizing a Distribution That Is Approximately Symmetric Using the Mean and Mean Absolute Deviation 
Lesson 6: Describing the Center of a Distribution Using the Mean
Lesson 7: The Mean as a Balance Point		Unit 8Lesson 7: Snack Time
Lesson 8: Variability in a Data DistributionUnit 8Lesson 8: Pop It!
Topic 9: The Mean Absolute Deviation (MAD).Unit 8Lesson 9: Hoops
Lesson 10: Describing Distributions Using the Mean and MAD
Lesson 11: Describing Distributions Using the Mean and MAD		Unit 8Lesson 10 Hollywood Part 1Practice Day 1 (Print available)
Topic C Summarizing a Distribution That Is Skewed Using the Median and the Interquartile Range 
Lesson 12: Describing the Center of a Distribution Using the MedianUnit 8Lesson 11: Toy Cars [Free lesson]Lesson 12: In the News
Lesson 13: Describing Variability Using the Interquartile Range (IQR)Unit 8Lesson 13: Pumpkin Patch
Lesson 14: Summarizing a Distribution Using a Box Plot
Lesson 15: More Practice with Box Plots		Unit 8Lesson 14: Car, Plane, Bus, or Train? (Print available)
Lesson 16: Understanding Box PlotsUnit 8Lesson 14: Car, Plane, Bus, or Train? (Print available)Lesson 15: Hollywood Part 2Lesson 16: Hollywood Part 3 (Print available)Practice Day 2 (Print available)
Topic D Summarizing and Describing Distributions 
Lesson 17: Developing a Statistical Project 
Lesson 18: Connecting Graphical Representations and Numerical SummariesUnit 8Lesson 5: The Plot Thickens [Free lesson]
Lesson 19: Comparing Data DistributionsUnit 8Lesson 15: Hollywood Part 2
Lesson 20: Describing Center, Variability, and Shape of a Data Distribution from a Graphical Representation
Lesson 21: Summarizing a Data Distribution by Describing Center, Variability, and Shape		Unit 8Lesson 16: Hollywood Part 3 (Print available)
Lesson 22: Presenting a Summary of a Statistical Project 
Lesson 3: Creating a Dot PlotUnit 8Lesson 2 Dot PlotsLesson 3 Minimum Wage [Free lesson]Lesson 4 Lots More Dots

Grade 7

Module 1: Ratios and Proportional Relationships

Eureka MathDesmos Math 6–A1
Topic A Proportional Relationships 
Lesson 1: An Experience in Relationships as Measuring RateUnit 2
Lesson 1: Paint [Free lesson]
Lesson 2: Balloon Float
 
Unit 4
Lesson 1: Mosaics [Free lesson]
Lesson 2: Peach Cobbler (Print available)
Lesson 2: Proportional RelationshipsUnit 2  
Lesson 2: Balloon Float
Lesson 3: Sugary Drinks (Print available)
 
Unit 4
Lesson 3: Sticker Sizes
Lesson 3: Identifying Proportional and Non-Proportional Relationships in Tables
Lesson 4: Identifying Proportional and Non-Proportional Relationships in Tables		Unit 2
Lesson 2: Balloon Float
Lesson 3: Sugary Drinks (Print available)
Lesson 4: Robot Factory
Lesson 5: Identifying Proportional and Non-Proportional Relationships in Graphs
Lesson 6: Identifying Proportional and Non-Proportional Relationships in Graphs		Unit 2
Lesson 8: Dino Pops [Free lesson]
Lesson 9: Gallon Challenge
Lesson 10: Three Turtles
Lesson 11: Four Representations (Print available)
Lesson 12: Water Efficiency
Topic B Unit Rate and the Constant of Proportionality 
Lesson 7: Unit Rate as the Constant of ProportionalityUnit 2
Lesson 2: Balloon Float
Lesson 8: Representing Proportional Relationships with Equations
Lesson 9: Representing Proportional Relationships with Equations		Unit 2
Lesson 4: Robot Factory
Lesson 5: Snapshots
Lesson 6: Two and Two (Print available) [Free lesson]
Lesson 7: All Kinds of Equations
Lesson 10: Interpreting Graphs of Proportional RelationshipsUnit 2
Lesson 8: Dino Pops [Free lesson]
Lesson 9: Gallon Challenge
Lesson 10: Three Turtles
Lesson 11: Four Representations (Print available)
Lesson 12: Water Efficiency
Topic C Ratios and Rates Involving Fractions 
Lesson 11: Ratios of Fractions and Their Unit Rates
Lesson 12: Ratios of Fractions and Their Unit Rates		Unit 2
Lesson 3: Sugary Drinks (Print available)
Lesson 4: Robot Factory
Lesson 5: Snapshots
Lesson 6: Two and Two [Free lesson]
Lesson 13: Finding Equivalent Ratios Given the Total QuantityUnit 2  
Lesson 2: Balloon Float
Lesson 3: Sugary Drinks (Print available)
Lesson 14: Multi-Step Ratio Problems 
Lesson 15: Equations of Graphs of Proportional Relationships Involving FractionsUnit 2
Lesson 8: Dino Pops [Free lesson]
Lesson 9: Gallon Challenge
Lesson 10: Three Turtles
Lesson 11: Four Representations
Lesson 12: Water Efficiency
Topic D Ratios of Scale Drawings 
Lesson 16: Relating Scale Drawings to Ratios and RatesUnit 1
Lesson 1: Scaling Machines [Free lesson]
Lesson 17: The Unit Rate as the Scale FactorUnit 1
Lesson 2: Scaling Robots
Lesson 3: Make It Scale
Lesson 4: Scale Factor Challenges
Practice Day 1 (Print available)
Lesson 18: Computing Actual Lengths from a Scale DrawingUnit 1
Lesson 6: Introducing Scale
Lesson 7: Will It Fit? (Print available) [Free lesson]
Lesson 19: Computing Actual Areas from a Scale DrawingUnit 1
Lesson 5: Tiles
Lesson 6: Introducing Scale
Lesson 7: Will It Fit? (Print available) [Free lesson]
Lesson 8: Scaling States (Print available)
Lesson 20: An Exercise in Creating a Scale Drawing
Lesson 21: An Exercise in Changing Scales
Lesson 22: An Exercise in Changing Scales		Unit 1
Lesson 8: Scaling States (Print available)
Lesson 9: Scaling Buildings
Lesson 10: Room Redesign (Print available)
Practice Day 2 (Print available)

Module 2: Rational Numbers

Topic A Addition and Subtraction of Integers and Rational Numbers 
Lesson 1: Opposite Quantities Combine to Make ZeroUnit 5
Lesson 1: Floats and Anchors [Free lesson]
Lesson 2: Using the Number Line to Model the Addition of Integers
Lesson 3: Understanding Addition of Integers
Lesson 4: Efficiently Adding Integers and Other Rational Numbers
Lesson 5: Understanding Subtraction of Integers and Other Rational Numbers		Unit 5
Lesson 2: More Floats and Anchors
Lesson 4: Draw Your Own (Print available) [Free lesson]
Lesson 5: Number Puzzles
Lesson 10: Integer Puzzles [Free lesson]
Lesson 11: Changing Temperatures
Lesson 13: Solar Panels and More (Print available)
Lesson 6: The Distance Between Two Rational Numbers 
Lesson 7: Addition and Subtraction of Rational NumbersUnit 5
Lesson 3: Bumpers
Lesson 4: Draw Your Own (Print available) [Free lesson]
Lesson 5: Number Puzzles
Lesson 10; Integer Puzzles [Free lesson]
Lesson 11: Changing Temperatures
Lesson 13: Solar Panels and More (Print available)
Practice Day 1 (Print available)
Lesson 8: Applying the Properties of Operations to Add and Subtract Rational Numbers 
Lesson 9: Applying the Properties of Operations to Add and Subtract Rational Numbers 
Topic B Multiplication and Division of Integers and Rational Numbers 
Lesson 10: Understanding Multiplication of Integers
Lesson 11: Develop Rules for Multiplying Signed Numbers		Unit 5
Lesson 6: Floating in Groups
Lesson 7: Back in Time
Lesson 8: Speeding Turtles
Lesson 10: Integer Puzzles [Free lesson]
Practice Day 2 (Print available)
Lesson 12: Division of IntegersUnit 5
Lesson 8: Speeding Turtles
Lesson 13: Converting Between Fractions and Decimals Using Equivalent Fractions 
Lesson 14: Converting Rational Numbers to Decimals Using Long DivisionUnit 4
Lesson 13: Decimal Deep Dive (Print available)
Lesson 15: Multiplication and Division of Rational NumbersUnit 5
Lesson 8: Speeding Turtles
Lesson 10: Integer Puzzles [Free lesson]
Lesson 12: Arctic Sea Ice (Print available)
Lesson 13: Solar Panels and More (Print available)
Practice Day 2 (Print available)
Lesson 16: Applying the Properties of Operations to Multiply and Divide Rational Numbers 
Topic C Applying Operations with Rational Numbers to Expressions and Equations 
Lesson 17: Comparing Tape Diagram Solutions to Algebraic SolutionsUnit 6
Lesson 2: Smudged Receipts
Lesson 3: Equations
Lesson 4: Seeing Structure (Print available)
Lesson 18: Writing, Evaluating, and Finding Equivalent Expressions with Rational Numbers
Lesson 19: Writing, Evaluating, and Finding Equivalent Expressions with Rational Numbers		Unit 5
Lesson 9 Expressions
Lesson 20: Investments—Performing Operations with Rational Numbers
Lesson 21: If-Then Moves with Integer Number Cards
Lesson 22: Solving Equations Using Algebra
Lesson 23: Solving Equations Using Algebra		Unit 6
Lesson 3: Equations
Lesson 4: Seeing Structure (Print available)
Lesson 6: Balancing Equations
Lesson 7: Keeping It True (Print available)
Lesson 12: Community Day (Print available)
 
Unit 5
Lesson 3: Bumpers

Module 3: Expressions and Equations

Topic A Use Properties of Operations to Generate Equivalent Expressions 
Lesson 1: Generating Equivalent Expressions
Lesson 2: Generating Equivalent Expressions		Unit 5 Lesson 9: Expressions (Print available)Unit 6Lesson 9: Always-Equal MachinesLesson 11: Equation Roundtable (Print available)
Lesson 3: Writing Products as Sums and Sums as Products
Lesson 4: Writing Products as Sums and Sums as Products		Unit 6 Lesson 2: Smudged ReceiptsLesson 6: Balancing EquationsLesson 7: Keeping It True (Print available)Lesson 8: Factoring and ExpandingLesson 9: Always-Equal MachinesLesson 10: Collect the Squares [Free lesson]Lesson 11: Equation Roundtable (Print available)Lesson 12: Community Day (Print available)
Lesson 5: Using the Identity and Inverse to Write Equivalent Expressions 
Lesson 6: Collecting Rational Number Like Terms 
Topic B Solve Problems Using Expressions, Equations, and Inequalities 
Lesson 7: Understanding EquationsUnit 6Lesson 2: Smudged ReceiptsLesson 5: Balancing MovesLesson 6: Balancing Equations
Lesson 8: Using If-Then Moves in Solving Equations
Lesson 9: Using If-Then Moves in Solving Equations		Unit 6Lesson 2: Smudged ReceiptsLesson 6: Balancing EquationsLesson 7: Keeping It True (Print available)Lesson 8: Factoring and Expanding (Print available)Lesson 9: Always-Equal MachinesLesson 10: Collect the Squares [Free lesson]Lesson 11: Equation Roundtable (Print available)Lesson 12: Community Day (Print available)Practice Day 1 (Print available)
Lesson 10: Angle Problems and Solving EquationsUnit 7Lesson 2: Friendly Angles [Free lesson]Lesson 3: Angle DiagramsLesson 4: Missing Measures (Print available) [Free lesson]
Lesson 11: Angle Problems and Solving Equations 
Lesson 12: Properties of Inequalities
Lesson 13: Inequalities
Lesson 14: Solving Inequalities		Unit 6Lesson 14: Unbalanced HangersLesson 15: Budgeting (Print available)Lesson 16: Shira the Sheep [Free lesson]Lesson 17: Write Them and Solve Them (Print available)
Lesson 15: Graphing Solutions to InequalitiesUnit 6Lesson 13: I Saw the SignsPractice Day 2 (Print available)
Topic C Use Equations and Inequalities to Solve Geometry Problems 
Lesson 16: The Most Famous Ratio of AllUnit 3Lesson 2: Is It a Circle?Lesson 3: Measuring Around [Free lesson]
Lesson 17: The Area of a CircleUnit 3Lesson 5: Area StrategiesLesson 6: Radius Squares (Print available)Lesson 7: Why Pi? (Print available)Lesson 8: Area Challenges [Free lesson]Lesson 9: Circle vs. SquarePractice Day 2 (Print available)
Lesson 18: More Problems on Area and CircumferenceUnit 3Lesson 4: Perimeter ChallengesLesson 5: Area StrategiesLesson 6: Radius Squares (Print available)Lesson 7: Why Pi? (Print available)Lesson 8: Area Challenges [Free lesson]Lesson 9: Circle vs. Square
Lesson 19: Unknown Area Problems on the Coordinate Plane
Lesson 20: Composite Area Problems		Unit 3Lesson 4: Perimeter ChallengesPractice Day 2 (Print available)
Lesson 21: Surface Area
Lesson 22: Surface Area
Lesson 23: The Volume of a Right Prism
Lesson 24: The Volume of a Right Prism		Unit 7Lesson 10: Simple PrismsLesson 11: More Complicated Prisms Lesson 12: Surface Area Strategies (Print Available)Lesson 13: Popcorn PossibilitiesPractice Day 2 (Print available)
Lesson 25: Volume and Surface Area
Lesson 26: Volume and Surface Area		Unit 7Lesson 13: Popcorn PossibilitiesPractice Day 2

Module 4: Percent and Proportional Relationships

Topic A Finding the Whole 
Lesson 1: PercentUnit 4Lesson 1: Mosaics [Free lesson]Lesson 2: Peach Cobbler (Print available)Lesson 3: Sticker Sizes
Lesson 2: Part of a Whole as a PercentUnit 4Lesson 1: Mosaics [Free lesson]Lesson 2: Peach Cobbler (Print available)
Lesson 3: Comparing Quantities with PercentUnit 4Lesson 1: Mosaics [Free lesson]Lesson 2: Peach Cobbler (Print available)Lesson 3: Sticker Sizes
Lesson 4: Percent Increase and DecreaseUnit 4Lesson 4: More and LessLesson 5: All the EquationsLesson 6: 100% (Print available)Lesson 7: Percent machines [Free lesson]Lesson 8: Tax and TipLesson 9: Minimum Wage (Print available)Lesson 10: Cost of College (Print available)Lesson 11: Bookcase BuilderLesson 12: Posing Percent Problems [Free lesson]
Lesson 5: Finding One Hundred Percent Given Another Percent 
Lesson 6: Fluency with PercentsUnit 4Lesson 7: Percent machines [Free lesson]Lesson 8: Tax and TipLesson 9: Minimum Wage (Print available)Lesson 10: Cost of College (Print available)Lesson 11: Bookcase BuilderLesson 12: Posing Percent Problems [Free lesson]
Topic B Percent Problems Including More Than One Whole 
Lesson 7: Markup and Markdown ProblemsUnit 4Lesson 7: Percent machines [Free lesson]Lesson 8: Tax and TipLesson 9: Minimum Wage (Print available)Lesson 10: Cost of College (Print available)Lesson 11: Bookcase BuilderLesson 12: Posing Percent Problems [Free lesson]
Lesson 8: Percent Error Problems
Lesson 9: Problem Solving When the Percent Changes		Unit 4Lesson 4: More and LessLesson 5: All the EquationsLesson 6: 100% (Print available)Lesson 7: Percent machines [Free lesson]Lesson 8: Tax and TipLesson 9: Minimum Wage (Print available)Lesson 10: Cost of College (Print available)Lesson 11: Bookcase BuilderLesson 12: Posing Percent Problems [Free lesson]
Lesson 10: Simple Interest 
Lesson 11: Tax, Commissions, Fees, and Other Real-World Percent ApplicationsUnit 4Lesson 8: Tax and TipLesson 9: Minimum Wage (Print available)Lesson 10: Cost of College (Print available)Lesson 11: Bookcase BuilderLesson 12: Posing Percent Problems [Free lesson]Practice Day (Print available)
Topic C Scale Drawings 
Lesson 12: The Scale Factor as a Percent for a Scale Drawing 
Lesson 13: Changing ScalesUnit 1Lesson 1: Scaling Machines [Free lesson]Lesson 2: Scaling RobotsLesson 3: Make It ScaleLesson 4: Scale Factor ChallengesLesson 5: TilesLesson 6: Introducing ScaleLesson 7: Will It Fit? (Print available) [Free lesson]Lesson 8: Scaling States (Print available)Lesson 9: Scaling BuildingsLesson 10: Room Redesign (Print available)Practice Day 1 (Print available)Practice Day 2 (Print available) Unit 3Lesson 1 Toothpicks
Lesson 14: Computing Actual Lengths from a Scale DrawingUnit 1Lesson 6: Introducing ScaleLesson 7: Will It Fit? (Print available) [Free lesson]Lesson 8: Scaling States (Print available)Lesson 9: Scaling BuildingsLesson 10: Room Redesign (Print available) Unit 3Lesson 1: Toothpicks
Lesson 15: Solving Area Problems Using Scale DrawingsUnit 1Lesson 5: Tiles
Topic D Population, Mixture, and Counting Problems Involving Percents 
Lesson 16: Population ProblemsUnit 8Lesson 10: Crab Island [Free lesson]Lesson 11: Headlines
Lesson 17: Mixture Problems 
Lesson 18: Counting Problems 

Module 5: Statistics and Probability

Topic A Calculating and Interpreting Probabilities 
Lesson 1: Chance ExperimentsUnit 8Lesson 1: How Likely? (Print available) [Free lesson]Lesson 2: Prob-bear-bilities [Free lesson]Lesson 3: Mystery Bag
Lesson 2: Estimating Probabilities by Collecting Data
Lesson 3: Chance Experiments with Equally Likely Outcomes
Lesson 4: Calculating Probabilities for Chance Experiments with Equally Likely Outcomes		Unit 8Lesson 3: Mystery BagLesson 4: Spin ClassLesson 5: Is It Fair?Lesson 6: Fair Games
Lesson 5: Chance Experiments with Outcomes That Are Not Equally LikelyUnit 8Lesson 4: Spin ClassLesson 5: Is It Fair?Lesson 6: Fair GamesLesson 7: Weather or Not
Lesson 6: Using Tree Diagrams to Represent a Sample Space and to Calculate ProbabilitiesUnit 8Lesson 6: Fair GamesLesson 7: Weather or Not
Lesson 7: Calculating Probabilities of Compound EventsUnit 8Lesson 8: Simulate It! (Print available)Lesson 9: Car, Bike, or Train? (Print available)Practice Day 1 (Print available)
Topic B Estimating Probabilities 
Lesson 8: The Difference Between Theoretical Probabilities and Estimated Probabilities
Lesson 9: Comparing Estimated Probabilities to Probabilities Predicted by a Model		Unit 8Lesson 6: Fair GamesLesson 7: Weather or NotLesson 8: Simulate It! (Print available)Lesson 9: Car, Bike, or Train? (Print available)
Lesson 10: Conducting a Simulation to Estimate the Probability of an EventUnit 8Lesson 7: Weather or NotLesson 8: Simulate It! (Print available)Lesson 9: Car, Bike, or Train? (Print available)
Lesson 11: Conducting a Simulation to Estimate the Probability of an Event
Lesson 12: Applying Probability to Make Informed Decisions		Unit 8Lesson 7: Weather or NotLesson 8: Simulate It! (Print available)
Topic C Random Sampling and Estimating Population Characteristics 
Lesson 13: Populations, Samples, and Generalizing from a Sample to a PopulationUnit 8Lesson 9: Car, Bike, or Train? (Print available)Lesson 10: Crab Island [Free lesson]Lesson 11: HeadlinesLesson 12: Flower Power
Lesson 14: Selecting a Sample
Lesson 15: Random Sampling
Lesson 16: Methods for Selecting a Random Sample		Unit 8Lesson 10: Crab Island [Free lesson]Lesson 11: Headlines
Lesson 17: Sampling VariabilityUnit 8Lesson 9: Car, Bike, or Train? (Print available)Lesson 13: Plots and Samples
Lesson 18: Sampling Variability and the Effect of Sample Size
Lesson 19: Understanding Variability When Estimating a Population Proportion		Unit 8Lesson 9: Car, Bike, or Train? (Print available)Lesson 13: Plots and SamplesLesson 14: School Newspaper (Print available)
Lesson 20: Estimating a Population Proportion 
Topic D Comparing Populations 
Lesson 21: Why Worry About Sampling Variability?Unit 8Lesson 9: Car, Bike, or Train? (Print available)Lesson 13: Plots and SamplesLesson 14: School Newspaper (Print available)
Lesson 22: Using Sample Data to Compare the Means of Two or More Populations
Lesson 23: Using Sample Data to Compare the Means of Two or More Populations		Unit 8Lesson 9: Car, Bike, or Train? (Print available)Lesson 10: Crab Island [Free lesson]Lesson 13: Plots and SamplesLesson 14: School Newspaper (Print available)Lesson 15: Asthma Rates (Print available)

Module 6: Geometry

Topic A Unknown Angles 
Lesson 1: Complementary and Supplementary AnglesUnit 7Lesson 2: Friendly Angles [Free lesson]Lesson 3: Angle Diagrams
Lesson 2: Solving for Unknown Angles Using Equations
Lesson 3: Solving for Unknown Angles Using Equations
Lesson 4: Solving for Unknown Angles Using Equations		Unit 7Lesson 1: PinwheelsLesson 2: Friendly AnglesLesson 3: Angle DiagramsLesson 4: Missing Measures (Print available) [Free lesson]
Topic B Constructing Triangles 
Lesson 5: Identical TrianglesUnit 7Lesson 6: Is It Enough?Lesson 7: More Than One
Lesson 6: Drawing Geometric ShapesUnit 7Lesson 6: Is It Enough?Lesson 7: More Than OneLesson 8: Can You Draw It? (Print available)
Lesson 7: Drawing Parallelograms 
Lesson 8: Drawing TrianglesUnit 7Lesson 5: Can You Build It? [Free lesson]Lesson 6: Is It Enough?Lesson 7: More Than OneLesson 8: Can You Draw It? (Print available)Practice Day 1 (Print available)
Lesson 9: Conditions for a Unique Triangle―Three Sides and Two Sides and the Included
Lesson 10: Conditions for a Unique Triangle—Two Angles and a Given Side Angle		Unit 7Lesson 8: Can You Draw It? (Print available)
Lesson 11: Conditions on Measurements That Determine a TriangleUnit 7Lesson 5: Can You Build It? [Free lesson]Lesson 6: Is It Enough?Lesson 7: More Than OneLesson 8: Can You Draw It? (Print available)Practice Day 1 (Print available)
Lesson 12: Unique Triangles―Two Sides and a Non-Included Angle 
Lesson 13: Checking for Identical Triangles
Lesson 14: Checking for Identical Triangles		Unit 7Lesson 6: Is It Enough?Lesson 7: More Than OnePractice Day 1
Lesson 15: Using Unique Triangles to Solve Real-World and Mathematical Problems 
Topic C Slicing Solids 
Lesson 16: Slicing a Right Rectangular Prism with a Plane
Lesson 17: Slicing a Right Rectangular Pyramid with a Plane
Lesson 18: Slicing on an Angle		Unit 7Lesson 9: Slicing Solids
Lesson 19: Understanding Three-Dimensional Figures 
Topic D Problems Involving Area and Surface Area 
Lesson 20: Real-World Area ProblemsUnit 3Lesson 5: Area Strategies
Lesson 21: Mathematical Area ProblemsUnit 3Lesson 5: Area StrategiesLesson 6: Radius Squares (Print available)
Lesson 22: Area Problems with Circular RegionsUnit 3Lesson 5: Area StrategiesLesson 8: Area Challenges [Free lesson]
Lesson 23: Surface Area
Lesson 24: Surface Area		Unit 7Lesson 12: Surface Area Strategies (Print available)Lesson 13: Popcorn Possibilities
Topic E Problems Involving Volume 
Lesson 25: Volume of Right PrismsUnit 7Lesson 10: Simple PrismsLesson 11: More Complicated PrismsLesson 13: Popcorn Possibilities
Lesson 26: Volume of Composite Three-Dimensional ObjectsUnit 7Lesson 11: More Complicated Prisms
Lesson 27: Real-World Volume ProblemsUnit 7Lesson 13: Popcorn Possibilities

Grade 8

Module 1: Integer Exponents and Scientific Notation

Eureka MathDesmos Math 6–A1
Topic A Exponential Notation and Properties of Integer Exponents 
Lesson 1: Exponential NotationUnit 7 Lesson 1 Circles [Free lesson]Lesson 2 Combining Exponents
Lesson 2: Multiplication of Numbers in Exponential Form
Lesson 3: Numbers in Exponential Form Raised to a Power		Unit 7 Lesson 2 Combining ExponentsLesson 3 Power Pairs (Print available) [Free lesson]Lesson 4 Rewriting Powers
Lesson 4: Numbers Raised to the Zeroth Power
Lesson 5: Negative Exponents and the Laws of Exponents		Unit 7 Lesson 5 Zero and Negative ExponentsLesson 6 Write a Rule (Print available)Practice Day 1 (Print available)
Lesson 6: Proofs of Laws of Exponents 
Topic B Magnitude and Scientific Notation 
Lesson 7: MagnitudeUnit 7 Lesson 7 Scales and Weights
Lesson 8: Estimating QuantitiesUnit 7 Lesson 7: Scales and WeightsLesson 8: Point ZapperLesson 9: Use Your Powers
Lesson 9: Scientific Notation
Lesson 10: Operations with Numbers in Scientific Notation		Unit 7 Lesson 10: Solar System [Free lesson]Lesson 11: Balance the Scales [Free lesson]Lesson 13: Star Power
Lesson 11: Efficacy of Scientific NotationUnit 7 Lesson 13: Star Power
Lesson 12: Choice of Unit 
Lesson 13: Comparison of Numbers Written in Scientific Notation and Interpreting Scientific Notation Using TechnologyUnit 7  Lesson 13: Star Power Practice Day 2 (Print available)

Module 2: The Concept of Congruence

Topic A Definitions and Properties of the Basic Rigid Motions 
Lesson 1: Why Move Things Around?
Lesson 2: Definition of Translation and Three Basic Properties		Unit 1Lesson 1: Transformers [Free lesson]Lesson 2: Spinning, Flipping, Sliding [Free lesson]
Lesson 3: Translating LinesUnit 1Lesson 1: Transformers [Free lesson]Lesson 2: Spinning, Flipping, Sliding [Free lesson] Unit 3Lesson 6: Translations
Lesson 4: Definition of Reflection and Basic Properties
Lesson 5: Definition of Rotation and Basic Properties
Lesson 6: Rotations of 180 Degrees		Unit 1Lesson 1: Transformers [Free lesson]Lesson 2: Spinning, Flipping, Sliding [Free lesson]Lesson 4: Moving Day (Print available) [Free lesson]Lesson 5: Getting Coordinated
Topic B Sequencing the Basic Rigid Motions 
Lesson 7: Sequencing Translations
Lesson 8: Sequencing Reflections and Translations		Unit 1Lesson 3: Transformation GolfLesson 6: Connecting the Dots [Free lesson]
Lesson 9: Sequencing Rotations
Lesson 10: Sequences of Rigid Motions		Unit 1Lesson 3: Transformation GolfLesson 6: Connecting the Dots [Free lesson]Lesson 13: Tessellate [Free lesson]Practice Day
Topic C Congruence and Angle Relationships 
Lesson 11: Definition of Congruence and Some Basic PropertiesUnit 1 Lesson 7: Are They the Same?Lesson 8: No Bending, No StretchingLesson 9: Are They Congruent?Practice Day
Lesson 12: Angles Associated with Parallel LinesUnit 1 Lesson 10: Transforming Angles  
Lesson 13: Angle Sum of a TriangleUnit 1 Lesson 11: Tearing It Up (Print available)
Lesson 14: More on the Angles of a TriangleUnit 1 Lesson 11: Tearing It Up (Print available)Lesson 12: Puzzling It Out [Free lesson]
Topic D: The Pythagorean Theorem 
Lesson 15: Informal Proof of the Pythagorean TheoremUnit 8Lesson 7: Pictures to Prove It
Lesson 16: Applications of the Pythagorean TheoremUnit 8Lesson 10: Taco TruckPractice Day 2 (Print available)

Module 3: Similarity

Topic A Dilation 
Lesson 1: What Lies Behind “Same Shape”?Unit 2Lesson 1: Sketchy Dilations [Free lesson]Lesson 2: Dilation Mini Golf [Free lesson]
Lesson 2: Properties of Dilations
Lesson 3: Examples of Dilations		Unit 2Lesson 1: Sketchy Dilations [Free lesson]Lesson 2: Dilation Mini Golf [Free lesson]Lesson 3: Match My DilationLesson 4: Dilations on a Plane (Print available)
Lesson 4: Fundamental Theorem of Similarity
Lesson 5: First Consequences of FTS		Unit 2Lesson 5: Transformations Golf with DilationsLesson 6: Social Scavenger Hunt (Print available) [Free lesson]
Lesson 6: Dilations on the Coordinate PlaneUnit 8Lesson 4: Dilations on a Plane (Print available)
Lesson 7: Informal Proofs of Properties of Dilations 
Topic B Similar Figures 
Lesson 8: Similarity
Lesson 9: Basic Properties of Similarity		Unit 2Lesson 5: Transformations Golf with DilationsLesson 6: Social Scavenger Hunt (Print available) [Free lesson]
Lesson 10: Informal Proof of AA Criterion for SimilarityUnit 2Lesson 7: Are Angles Enough?
Lesson 11: More About Similar TrianglesUnit 2Lesson 7: Are Angles Enough?Lesson 8: Shadows
Lesson 12: Modeling Using SimilarityUnit 2Lesson 8: ShadowsLesson 9: Water SlideLesson 10: Points on a PlanePractice Day 
Topic C The Pythagorean Theorem 
Lesson 13: Proof of the Pythagorean TheoremUnit 8Lesson 6: The Pythagorean TheoremLesson 7: Pictures to Prove ItLesson 8: Triangle-Tracing Turtle [Free lesson]
Lesson 14: The Converse of the Pythagorean TheoremUnit 8 Lesson 9: Make It Right

Module 4: Linear Equations

Topic A Writing and Solving Linear Equations 
Lesson 1: Writing Equations Using Symbols 
Lesson 2: Linear and Nonlinear Expressions in x 
Lesson 3: Linear Equations in xUnit 4Lesson 3: Balanced MovesLesson 4: More Balanced Moves (Print available)
Lesson 4: Solving a Linear EquationUnit 4Lesson 3: Balanced MovesLesson 4: More Balanced MovesLesson 4: More Balanced Moves (Print available)Lesson 5: Equation Roundtable (Print available) [Free lesson]Lesson 6: Strategic Solving (Print available)
Lesson 5: Writing and Solving Linear EquationsUnit 3Lesson 1: Turtle Time Trials Unit 4Lesson 3: Balanced MovesLesson 4: More Balanced Moves (Print available)Lesson 5: Equation Roundtable (Print available) [Free lesson]Lesson 6: Strategic Solving (Print available)
Lesson 6: Solutions of a Linear EquationUnit 3Lesson 10: Solutions Unit 4Lesson 3: Balanced MovesLesson 4: More Balanced Moves (Print available)Lesson 5: Equation Roundtable (Print available) [Free lesson]Lesson 6: Strategic Solving (Print available)
Lesson 7: Classification of SolutionsUnit 4Lesson 7: All, Some, or None?
Lesson 8: Linear Equations in Disguise 
Lesson 9: An Application of Linear Equations 
Topic B Linear Equations in Two Variables and Their GraphsUnit 3Lesson 2: Water TankLesson 3: PostersLesson 4: Stacking CupsLesson 5: Flags [Free lesson]Lesson 6: Translations
Lesson 10: A Critical Look at Proportional RelationshipsUnit 3Lesson 1: Turtle Time Trials [Free lesson]Lesson 2: Water TankLesson 4: Stacking CupsLesson 5: Flags [Free lesson]Lesson 7: Water CoolerLesson 8: Landing PlanesLesson 9: Coin Capture
Lesson 11: Constant RateUnit 2Lesson 9: Water SlideLesson 10: Points on a PlanePractice Day  Unit 3Lesson 3: PostersLesson 4: Stacking CupsLesson 5: Flags [Free lesson]Lesson 6: Translations Unit 4Lesson 8: When Are They the Same?
Lesson 12: Linear Equations in Two VariablesUnit 3Lesson 3: PostersLesson 6: Translations Unit 4Lesson 3: Balanced MovesLesson 4: More Balanced Moves (Print available)
Lesson 13: The Graph of a Linear Equation in Two VariablesUnit 3 Lesson 4: Stacking CupsLesson 5: Flags [Free lesson]Lesson 6: TranslationsLesson 7: Water CoolerLesson 10: SolutionsLesson 11: Pennies and Quarters
Lesson 14: The Graph of a Linear Equation―Horizontal and Vertical LinesUnit 3 Lesson 9: Coin CapturePractice Day  [Free lesson]
Topic C Slope and Equations of Lines 
Lesson 15: The Slope of a Non-Vertical LineUnit 3Lesson 5: Flags [Free lesson]Lesson 6: TranslationsLesson 7: Water CoolerLesson 8: Landing Planes
Lesson 16: The Computation of the Slope of a Non-Vertical LineUnit 3Lesson 7: Water CoolerLesson 8: Landing Planes
Lesson 17: The Line Joining Two Distinct Points of the Graph 𝑦 = 𝑚x + 𝑏 Has Slope mUnit 3Lesson 7: Water Cooler
Lesson 18: There Is Only One Line Passing Through a Given Point with a Given SlopeUnit 3Lesson 5: Flags [Free lesson]Lesson 7: Water Cooler
Lesson 19: The Graph of a Linear Equation in Two Variables Is a LineUnit 3Lesson 4: Stacking CupsLesson 5: Flags [Free lesson]Lesson 6: Translations
Lesson 20: Every Line Is a Graph of a Linear EquationUnit 3Lesson 3: PostersLesson 4: Stacking CupsLesson 5: Flags [Free lesson]Lesson 6: Translations
Lesson 21: Some Facts About Graphs of Linear Equations in Two VariablesUnit 3Lesson 3: PostersLesson 6: TranslationsPractice Day 
Lesson 22: Constant Rates RevisitedUnit 2Lesson 9: Water SlideLesson 10: Points on a Plane Unit 3Lesson 1: Turtle Time Trials [Free lesson]Lesson 2: Water TankLesson 3: Posters
Lesson 23: The Defining Equation of a LineUnit 3Lesson 10: SolutionsLesson 11: Pennies and Quarters
Topic D Systems of Linear Equations and Their Solutions 
Lesson 24: Introduction to Simultaneous EquationsUnit 4Lesson 7: All, Some, or None?Lesson 8: When Are They the Same?Lesson 13: All, Some, or None? Part 2
Lesson 25: Geometric Interpretation of the Solutions of a Linear SystemUnit 4  Lesson 9: On or Off the Line?Lesson 10: On Both LinesLesson 11: Make Them Balance [Free lesson]Lesson 12: Line Zapper [Free lesson]Lesson 13: All, Some, or None? Part 2Practice Day 2 (Print available)
Lesson 26: Characterization of Parallel LinesUnit 3 Lesson 6: Translations
Lesson 27: Nature of Solutions of a System of Linear EquationsUnit 4  Lesson 9: On or Off the Line?
Lesson 28: Another Computational Method of Solving a Linear System 
Lesson 29: Word Problems 
Lesson 30: Conversion Between Celsius and Fahrenheit 
Topic E Pythagorean Theorem 
Lesson 31: System of Equations Leading to Pythagorean Triples 

Module 5: Examples of Functions from Geometry

Topic A Functions 
Lesson 1: The Concept of a FunctionUnit 5 Lesson 1: Turtle Crossing [Free lesson]Lesson 2: Guess My Rule [Free lesson]
Lesson 2: Formal Definition of a FunctionUnit 5 Lesson 1: Turtle Crossing [Free lesson]Lesson 2: Guess My Rule [Free lesson] Lesson 3: Function or Not?
Lesson 3: Linear Functions and ProportionalityUnit 3Lesson 1: Turtle Time Trials [Free lesson] Unit 5Lesson 4: Window Frames
Lesson 4: More Examples of FunctionsUnit 5Lesson 3: Function or Not?Lesson 4: Window Frames
Lesson 5: Graphs of Functions and EquationsUnit 5Lesson 4: Window FramesLesson 5: The Tortoise and the Hare [Free lesson]Lesson 6: Graphing StoriesLesson 7: Feel the Burn (Print available) [Free lesson]Lesson 8: Charge! (Print available)
Lesson 6: Graphs of Linear Functions and Rate of ChangeUnit 2Lesson 9: Water SlideLesson 10: Points on a Plane Unit 3Lesson 4: Stacking CupsLesson 5: Flags [Free lesson]Lesson 6: Translations
Lesson 7: Comparing Linear Functions and GraphsUnit 5Lesson 3: PostersLesson 5: The Tortoise and the Hare [Free lesson]Lesson 6: Graphing StoriesLesson 7: Feel the Burn (Print available) [Free lesson]
Lesson 8: Graphs of Simple Nonlinear Functions 
Topic B Volume 
Lesson 9: Examples of Functions from GeometryUnit 8Lesson 1: Tilted SquaresLesson 2: From Squares to Roots
Lesson 10: Volumes of Familiar Solids—Cones and CylindersUnit 5Lesson 10: Volume LabLesson 11: Cylinders [Free lesson]Lesson 12: Scaling CylindersLesson 13: Cones [Free lesson]Lesson 14: Missing Dimensions (Print available)
Lesson 11: Volume of a SphereUnit 5 Lesson 15: Spheres Practice Day 2 (Print available)

Module 6: Linear Functions

Topic A Linear Functions 
Lesson 1: Modeling Linear RelationshipsUnit 5 Lesson 6: Graphing StoriesLesson 7: Feel the Burn (Print available) [Free lesson]Lesson 8: Charge! (Print available)
Lesson 2: Interpreting Rate of Change and Initial ValueUnit 2Lesson 9: Water SlideLesson 10: Points on a Plane Unit 3Lesson 1: Turtle Time Trials [Free lesson]Lesson 2: Water TankLesson 3: PostersLesson 4: Stacking Cups
Lesson 3: Representations of a LineUnit 5Lesson 6: Graphing StoriesLesson 7: Feel the Burn (Print available) [Free lesson]Lesson 8: Charge! (Print available)
Lesson 4: Increasing and Decreasing Functions
Lesson 5: Increasing and Decreasing Functions		Unit 5Lesson 1: Turtle Crossing [Free lesson]Lesson 5: The Tortoise and the Hare [Free lesson]Lesson 6: Graphing Stories
Topic B Bivariate Numerical Data 
Lesson 6: Scatter Plots
Lesson 7: Patterns in Scatter Plots		Unit 6 Lesson 1: Click BattleLesson 2: Wing SpanLesson 3: Robots [Free lesson]Practice Day 1 (Print available) [Free lesson]
Lesson 8: Informally Fitting a LineUnit 6 Lesson 4: Dapper Cats [Free lesson]Lesson 5: Fit Fights [Free lesson]Lesson 6: Interpreting SlopesLesson 7: Scatter Plot CityLesson 8: Animal BrainsPractice Day 1 (Print available) [Free lesson]Practice Day 2 (Print available)
Lesson 9: Determining the Equation of a Line Fit to Data 
Topic C Linear and Nonlinear Models 
Lesson 10: Linear Models
Lesson 11: Using Linear Models in a Data Context		Unit 5 Lesson 4: Window FramesLesson 5: The Tortoise and the Hare [Free lesson]Lesson 6: Graphing StoriesUnit 6 Lesson 6: Interpreting SlopesLesson 8: Animal BrainsPractice Day 2 (Print available)
Lesson 12: Nonlinear Models in a Data Context 
Topic D Bivariate Categorical Data 
Lesson 13: Summarizing Bivariate Categorical Data in a Two-Way TableUnit 6 Lesson 9: Tasty Fruit
Lesson 14: Association Between Categorical VariablesUnit 6 Lesson 10: Finding Associations [Free lesson] Lesson 11: Federal Budgets Practice Day 3

Module 7: Introduction to Irrational Numbers Using Geometry

Topic A Square and Cube Roots 
Lesson 1: The Pythagorean TheoremUnit 8
Lesson 6: The Pythagorean Theorem
Lesson 2: Square RootsUnit 8
Lesson 2: From Squares to Roots
Lesson 3: Between Squares
Lesson 4: Root Down [Free lesson]
Lesson 3: Existence and Uniqueness of Square Roots and Cube RootsUnit 8
Lesson 5: Filling Cubes
Lesson 4: Simplifying Square RootsUnit 8
Lesson 2: From Squares to Roots
Lesson 3: Between Squares
Lesson 4: Root Down [Free lesson]
Practice Day 1 (Print available)
Lesson 5: Solving Equations with Radicals 
Topic B Decimal Expansions of Numbers 
Lesson 6: Finite and Infinite Decimals
Lesson 7: Infinite Decimals
Lesson 8: The Long Division Algorithm
Lesson 9: Decimal Expansions of Fractions, Part 1
Lesson 10: Converting Repeating Decimals to Fractions		Unit 8
Lesson 12: Fractions to Decimals
Lesson 13: Decimals to Fractions
Lesson 11: The Decimal Expansion of Some Irrational Numbers 
Lesson 12: Decimal Expansions of Fractions, Part 2 
Lesson 13: Comparing Irrational NumbersUnit 8
Lesson 14: Hit the Target
Lesson 14: Decimal Expansion of π 
Topic C The Pythagorean Theorem 
Lesson 15: Pythagorean Theorem, RevisitedUnit 8
Lesson 6: The Pythagorean Theorem
Lesson 7: Pictures to Prove It
Lesson 16: Converse of the Pythagorean TheoremUnit 8
Lesson 9: Make It Right
Lesson 17: Distance on the Coordinate PlaneUnit 8
Lesson 11: Pond Hopper
Lesson 18: Applications of the Pythagorean TheoremUnit 8
Lesson 10: Taco Truck [Free lesson]
Practice Day 2 (Print available)
Topic D Applications of Radicals and Roots 
Lesson 19: Cones and Spheres 
Lesson 20: Truncated Cones 
Lesson 21: Volume of Composite Solids 
Lesson 22: Average Rate of Change 
Lesson 23: Nonlinear Motion 

Welcome, Amplify Desmos Math California families!

Welcome to the Amplify Desmos Math California Caregiver Hub. We’ve designed this space to help you support your student along their math journey. We hope your student enjoys exploring math, working with friends to solve problems, and learning new and interesting concepts. And we hope you enjoy the math journey with them.

Para la versión en español, haga clic aquí.

Two children place large math cards with the numbers 5, 8, and the variable y on a balance scale, surrounded by math symbols, a triangle, and balloons.

Introducing Amplify Desmos Math California

Amplify Desmos Math California is a core math curriculum for kindergarten through grade 12. We believe that a structured approach to problem-based learning builds on students’ curiosity to develop lasting grade-level understanding.

The Amplify Desmos Math California curriculum uses student-centered instruction. In every lesson, students solve engaging and relevant problems, think critically, work collaboratively, and actively participate in their own learning.

Explore grade-level resources:

Grades K–5 Grades 6–12

Student-centered instruction

Student-centered instruction may look different from the way you learned math. It aims to create a learning environment where students feel empowered and engaged in their own learning journey, providing them opportunities to figure out how math works instead of simply memorizing formulas and tricks. They learn to communicate both verbally and in writing, come to understand and challenge the opinions of others, and build confidence. This approach enables students to remember what they learn and apply their knowledge to new situations. 

Here are some other benefits to student-centered instruction:

  • Research shows that students and teachers prefer this method. 
  • Students perform better on standardized tests and have more growth in their grades.
  • Teachers report that student-centered instruction helps their students learn more math.
  • Students develop key skills for success in college, the workplace, and beyond, such as using technology, completing projects independently and with others, and persevering through challenges.
Ilustración digital de un problema matemático que involucra un pez en una pecera sobre una mesa junto a una ventana con un árbol y un reloj. El problema pide explicar las variables en la ecuación "30 = α * 1,5".

Components of a lesson

A typical Amplify Desmos Math California lesson includes:

  • Warm-Up: An open-ended question or interaction to draw students into the lesson.
  • Activities: One to three activities that make up the heart of each lesson.
  • You’re Invited to Explore More: Problems that invite students to explore a concept—often beyond the scope of the lesson—more deeply. These problems are intentionally available to all learners.
  • Synthesis: An opportunity for students to put the key ideas from the lesson into their own words.
  • Show What You Know and Reflection: A check for understanding focused on key concepts from the lesson.
  • Centers (grades K–5 only): Student-led activity stations that reinforce the math learned during lesson activities through interactive and often game-like formats. In kindergarten and grade 1, time for Centers is built into the last 15 minutes of every lesson.
  • Practice: Additional problems your student’s teacher may assign, including practice about the current lesson and review from previous lessons and units.

Get more information.

Have a question about Amplify Desmos Math California? Visit our help library to search for articles with answers to your program questions. For additional support, please contact your student’s teacher.

Welcome, Amplify Math families and community to Amplify Desmos Math!

Amplify welcomes you and your learner to Amplify Math for the new school year. We are very excited to provide you with exceptional learning opportunities through math. Below are resources and helpful guides for enabling your student to have the most productive experience with our platform throughout the year.

math illustration of Amplify Math programs

What is Amplify Math?

Amplify Math is a core math curriculum built for grades 6, 7, 8, and Algebra 1. It features a full suite of products for teachers and students that includes lesson plans, instructional materials, practice, assessments, and support to meet all learners’ needs. Amplify Math is built upon the highly rated curriculum, Illustrative Mathematics’® IM K–12 Math™, which was heavily researched and field-tested and has earned an all-green score on EdReports, the nationally recognized non-profit curriculum evaluation organization.

Read the review on EdReports.

Amplify Math helps students learn math in a way that is engaging and relevant to the world around them using student-centered instruction, which has been proven to increase students’ motivation, engagement, and enjoyment of math. Students using the program are active participants in their learning, solving problems while working with their classmates.

The digital experience allows your student’s teacher to monitor your student’s work in real time and make sure they get the exact support that they need at every part of the lesson. Amplify Math’s open-ended tasks provide engaging challenges for students of all levels, preparing them to solve all types of problems. The parts of Amplify Math work together to help students master the key skills of a 21st century learner!

Features

Some of the unique features of Amplify Math include:

  • Narrative connections: Exciting stories that help students to make connections between the math they learn in class and their everyday lives, making math class more engaging for your student.
  • Amps: Interactive digital activities (included in every lesson) let your student can explore the math and collaborate with their peers.
  • Power-ups: Additional activities that teachers can use to identify when your student needs support and help your student improve on the most important skills.
  • Featured mathematicians: Stories of important mathematicians that help your students see themselves mirrored in the history of math.

Why student-centered instruction?

A diverse group of students, one wearing a unicorn headband, looks at a teacher pointing to an amplify math bar graph on a board.

Student-centered instruction may look different from the way students have learned math for decades, and maybe even the way you learned math. Student-centered instruction instead emphasizes student-led discovery. When students explore and discover strategies, they are more engaged and make longer lasting connections.

Research shows that students and teachers alike prefer this method, and teachers report that student-centered instruction has helped their students learn more math. This way of learning helps students to remember what they learn in class and apply their knowledge to new situations. Students who experience student-centered instruction have been shown to perform better on standardized tests and have more growth in their grades than their peers who learn through other methods. Your student will also learn to communicate in writing and verbally, understand and challenge the opinions of others, and build confidence in solving new problems. With student-centered learning, students will begin to develop key skills for success in college and the workplace, like using technology, completing projects independently and with others, and persevering through difficult problems.

What does an Amplify Math lesson look like?

Four illustrated icons represent phases of a lesson: Warm-up, Activities, Summary and Reflection, and Exit Ticket and Practice, each with related instructional graphics.

Students using Amplify Math will be active participants in their learning and get practice solving interesting and new types of problems. Here’s what a typical Amplify Math lesson includes:

  • Warm-up: A short, attention-getting problem to get students interested in the lesson
  • Activities: 2-3 mini-activities that challenge students’ problem-solving skills
  • Summary: Discussion to review and bring together the important concepts from the lesson
  • Exit Ticket: Questions for students to show what they know from the lesson
  • Practice: Additional problems your student’s teacher may assign for classwork or homework

Check out lessons from Grade 6, Grade 7, Grade 8, and Algebra 1, and watch this video of a typical Amplify Math lesson:

Materials overview

Your student will have access to all learning, practice, and assessment materials through the Amplify platform. In addition, depending on the district, your student may also have a print Student Edition to use instead of the digital lesson if they do not have a device or internet. The Student Edition is a workbook that students can use to complete their work on problems and practice within the lessons.

Students can access the digital curriculum in school and at home with login information provided by their teachers. You can contact your student’s teacher to learn more about how they log in. Here are some key resources of the digital platform for students:

  • Digital activities to allow students to explore and make sense of math, leading to increased engagement and understanding
  • Digital supports such as a calculator and manipulatives to support all students where they are
  • Power-ups to give students just-in-time practice with key skills
  • Ability to access instructional materials in English or Spanish

Unit Caregiver Letters

Click a unit below to download the caregiver letter for that unit, in both English and Spanish.

How to support your student

Amplify Desmos Math Support
  • Review the unit caregiver letters to understand the key concepts in each unit. You can walk through the worked examples with your student, asking them to explain the strategy shown and asking if they know any other strategies to solve the problems. 
  • Your student’s teacher may assign practice problems at the end of each lesson for classwork or homework. Ask your student to walk you through how they solved each problem or talk about any parts that were challenging for them. 
  • Emphasize that getting stuck is part of the process and a necessary part of learning. Many students (and adults!) fear making mistakes, however, research shows that making mistakes helps your brain grow more. When your student gets stuck on a problem, encourage them to try different strategies, even if they are not sure if they are right. 
  • Relate math to daily activities at home, whether it be baking, grocery shopping, or planning for a road trip. Your student can help you figure out the price of an item after a coupon, cut a recipe in half, or figure out how much gas you’ll need to make it to your destination. Encourage your student to point out ways that your family uses math in your daily tasks.

Want to learn more?

Interested in learning more about Amplify Math? These resources will help you dig deeper:

What is Amplify Math?

Amplify Math is a core math curriculum built for grades 6, 7, 8, and Algebra 1. It features a full suite of products for teachers and students that includes lesson plans, instructional materials, practice, assessments, and support to meet all learners’ needs. Amplify Math is built upon the highly rated curriculum, Illustrative Mathematics’® IM K–12 Math™, which was heavily researched and field-tested and has earned an all-green score on EdReports, the nationally recognized non-profit curriculum evaluation organization.

Read the review on EdReports.

Amplify Math helps students learn math in a way that is engaging and relevant to the world around them using student-centered instruction, which has been proven to increase students’ motivation, engagement, and enjoyment of math. Students using the program are active participants in their learning, solving problems while working with their classmates.

The digital experience allows your student’s teacher to monitor your student’s work in real time and make sure they get the exact support that they need at every part of the lesson. Amplify Math’s open-ended tasks provide engaging challenges for students of all levels, preparing them to solve all types of problems. The parts of Amplify Math work together to help students master the key skills of a 21st century learner!

Features

Some of the unique features of Amplify Math include:

  • Narrative connections: Exciting stories that help students to make connections between the math they learn in class and their everyday lives, making math class more engaging for your student.
  • Amps: Interactive digital activities (included in every lesson) let your student can explore the math and collaborate with their peers.
  • Power-ups: Additional activities that teachers can use to identify when your student needs support and help your student improve on the most important skills.
  • Featured mathematicians: Stories of important mathematicians that help your students see themselves mirrored in the history of math.

Why student-centered instruction?

A group of people and a unicorn amplify math skills as they listen to a presenter showing a bar chart with "Yes" and "No" on the screen.

Student-centered instruction may look different from the way students have learned math for decades, and maybe even the way you learned math. Student-centered instruction instead emphasizes student-led discovery. When students explore and discover strategies, they are more engaged and make longer lasting connections.

Research shows that students and teachers alike prefer this method, and teachers report that student-centered instruction has helped their students learn more math. This way of learning helps students to remember what they learn in class and apply their knowledge to new situations. Students who experience student-centered instruction have been shown to perform better on standardized tests and have more growth in their grades than their peers who learn through other methods. Your student will also learn to communicate in writing and verbally, understand and challenge the opinions of others, and build confidence in solving new problems. With student-centered learning, students will begin to develop key skills for success in college and the workplace, like using technology, completing projects independently and with others, and persevering through difficult problems.

What does an Amplify Math lesson look like?

Icons represent four classroom activities in Amplify Math: Warm-up (student at laptop), Activities (two students discussing), Summary and Reflection (teacher at board), Exit Ticket and Practice (student at laptop).

Students using Amplify Math will be active participants in their learning and get practice solving interesting and new types of problems. Here’s what a typical Amplify Math lesson includes:

  • Warm-up: A short, attention-getting problem to get students interested in the lesson
  • Activities: 2-3 mini-activities that challenge students’ problem-solving skills
  • Summary: Discussion to review and bring together the important concepts from the lesson
  • Exit Ticket: Questions for students to show what they know from the lesson
  • Practice: Additional problems your student’s teacher may assign for classwork or homework

In class, your student will spend their time working on challenging problems while the teacher acts as a guide, highlighting different strategies for solving problems and helping students to understand the reasoning behind the math they do in class. Your student will be pushed to think more deeply about the math in their class as the teacher and other students question them on why their ideas make sense. Research has proven that this method helps students become better problem solvers, critical thinkers, and have a stronger conceptual understanding of what they are learning. 

Check out lessons from Grade 6, Grade 7, Grade 8, and Algebra 1, and watch this video of a typical Amplify Math lesson:

Materials overview

Your student will have access to all learning, practice, and assessment materials through the Amplify platform. In addition, depending on the district, your student may also have a print Student Edition to use instead of the digital lesson if they do not have a device or internet. The Student Edition is a workbook that students can use to complete their work on problems and practice within the lessons.

Students can access the digital curriculum in school and at home with login information provided by their teachers. You can contact your student’s teacher to learn more about how they log in. Here are some key resources of the digital platform for students:

  • Digital activities to allow students to explore and make sense of math, leading to increased engagement and understanding
  • Digital supports such as a calculator and manipulatives to support all students where they are
  • Power-ups to give students just-in-time practice with key skills
  • Ability to access instructional materials in English or Spanish

Unit Caregiver Letters

Click a unit below to download the caregiver letter for that unit, in both English and Spanish.

How to support your student

A person inside looks out a window at someone holding up a chart with intersecting lines and arrows, aiming to amplify math concepts. There are plants on the windowsill.
  • Review the unit caregiver letters to understand the key concepts in each unit. You can walk through the worked examples with your student, asking them to explain the strategy shown and asking if they know any other strategies to solve the problems. 
  • Your student’s teacher may assign practice problems at the end of each lesson for classwork or homework. Ask your student to walk you through how they solved each problem or talk about any parts that were challenging for them. 
  • Emphasize that getting stuck is part of the process and a necessary part of learning. Many students (and adults!) fear making mistakes, however, research shows that making mistakes helps your brain grow more. When your student gets stuck on a problem, encourage them to try different strategies, even if they are not sure if they are right. 
  • Relate math to daily activities at home, whether it be baking, grocery shopping, or planning for a road trip. Your student can help you figure out the price of an item after a coupon, cut a recipe in half, or figure out how much gas you’ll need to make it to your destination. Encourage your student to point out ways that your family uses math in your daily tasks.

Want to learn more?

Interested in learning more about Amplify Math? These resources will help you dig deeper:

Welcome, Amplify Desmos Math families

Welcome to the Amplify Desmos Math Caregiver Hub. We’ve designed this space to help you support your student along their math journey. We hope your student enjoys exploring math, working with friends to solve problems, and learning new and interesting concepts. And we hope you enjoy the math journey with them.

Para la versión en español, haga clic aquí.

Two children adjust weights labeled "y," "5," and "8" on a balance scale, with math symbols, balloons, and a yellow triangle in the background—an engaging scene inspired by Amplify Desmos Math.

Introducing Amplify Desmos Math

Amplify Desmos Math is a core math curriculum for kindergarten through grade 12. We believe that a structured approach to problem-based learning builds on students’ curiosity to develop lasting grade-level understanding.

The Amplify Desmos Math curriculum uses student-centered instruction. In every lesson, students solve engaging and relevant problems, think critically, work collaboratively, and actively participate in their own learning.

Explore grade-level resources:

Grades K-5 Grades 6-12

Student-centered instruction

Student-centered instruction may look different from the way you learned math. It aims to create a learning environment where students feel empowered and engaged in their own learning journey, providing them opportunities to figure out how math works instead of simply memorizing formulas and tricks. They learn to communicate both verbally and in writing, come to understand and challenge the opinions of others, and build confidence. This approach enables students to remember what they learn and apply their knowledge to new situations. 

Here are some other benefits to student-centered instruction:

  • Research shows that students and teachers prefer this method. 
  • Students perform better on standardized tests and have more growth in their grades.
  • Teachers report that student-centered instruction helps their students learn more math.
  • Students develop key skills for success in college, the workplace, and beyond, such as using technology, completing projects independently and with others, and persevering through challenges.
Digital illustration of a fish in a bowl on a table next to a window, with a question about an equation's application to the fish's mass; digital buttons for sharing and other functions are shown.

Components of a lesson

A typical Amplify Desmos Math lesson includes:

  • Warm-Up: An open-ended question or interaction to draw students into the lesson.
  • Activities: One to three activities that make up the heart of each lesson.
  • You’re Invited to Explore More: Problems that invite students to explore a concept—often beyond the scope of the lesson—more deeply. These problems are intentionally available to all learners.
  • Synthesis: An opportunity for students to put the key ideas from the lesson into their own words.
  • Show What You Know and Reflection: A check for understanding focused on key concepts from the lesson.
  • Centers (grades K–5 only): Student-led activity stations that reinforce the math learned during lesson activities through interactive and often game-like formats. In kindergarten and grade 1, time for Centers is built into the last 15 minutes of every lesson.
  • Practice: Additional problems your student’s teacher may assign, including practice about the current lesson and review from previous lessons and units.

Get more information.

Have a question about Amplify Desmos Math? Visit our help library to search for articles with answers to your program questions. For additional support, please contact your student’s teacher.

Does your child’s class also use mCLASS Math assessments? Explore the mCLASS Math Caregiver Hub to find additional resources and support!

Welcome, San Jose USD, to Amplify Desmos Math California

Amplify Desmos Math California core math program is designed to meet the California Mathematics Framework and the California Common Core State Standards for Mathematics. Scroll down and click to view the K–5 student materials.

K–5 student materials

Please note that the Grade 5 Student Edition Volume 2 has been divided by unit in order to be posted on this site due to file size upload restrictions.

Families and caregivers, welcome to Amplify Desmos Math California K–5!

Welcome to the Amplify Desmos Math California K–5 Caregiver Hub. We hope your student enjoys exploring math, working with friends to solve problems, and learning new and interesting concepts. And we hope you enjoy the math journey with them! Below are some suggestions and resources for how you can support their learning at home.

Learn more about Amplify Desmos Math California.

Para la versión en español, haga clic aquí.

Three children are engaging in a math activity with a grid and orange markers. One child holds a "9-3" card. The background includes beach elements and abstract math symbols.

Caregiver Unit Resources

For every unit of the program, we’ve created a Caregiver Resource that provides a summary of key concepts, plus a problem from the lesson practice set you can work through with your student. You’ll find a Caregiver Resource for each unit, in both English and Spanish.

Unit 1: Math in Our World

Unit 2: Numbers 1–10

Unit 3: Flat Shapes All Around Us

Unit 4: Understanding Addition and Subtraction

Unit 5: Make and Break Apart Numbers Within 10

Unit 6: Numbers 0–20

Unit 7: Solid Shapes All Around Us

Unit 1: Adding, Subtracting, and Working With Data

Unit 2: Addition and Subtraction Story Problems

Unit 3: Adding and Subtracting Within 20

Unit 4: Numbers to 99

Unit 5: Adding Within 100

Unit 6: Measuring Lengths of Up to 120 Length Units

Unit 7: Geometry and Time

Unit 1: Working With Data and Solving Comparison Problems

Unit 2: Adding and Subtracting Within 100

Unit 3: Measuring Length

Unit 4: Addition and Subtraction on the Number Line

Unit 5: Numbers to 1,000

Unit 6: Geometry and Time

Unit 7: Adding and Subtracting Within 1,000

Unit 8: Equal Groups

Unit 1: Introducing Multiplication

Unit 2: Area and Multiplication

Unit 3: Wrapping Up Addition and Subtraction Within 1,000

Unit 4: Relating Multiplication to Division

Unit 5: Fractions as Numbers

Unit 6: Measuring Length, Time, Liquid Volume, and Weight

Unit 7: Two-Dimensional Shapes and Perimeter

Unit 1: Factors and Multiples

Unit 2: Fraction Equivalence and Comparison

Unit 3: Extending Operations to Fractions

Unit 4: From Hundredths to Hundred Thousands

Unit 5: Multiplicative Comparison and Measurement

Unit 6: Multiplying and Dividing Multi-Digit Numbers

Unit 7: Angles and Properties of Shapes

Unit 1: Volume

Unit 2: Fractions as Quotients and Fraction Multiplication

Unit 3: Multiplying and Dividing Fractions

Unit 4: Multiplication and Division With Multi-Digit Whole Numbers

Unit 5: Place Value Patterns and Decimal Operations

Unit 6: More Decimal and Fraction Operations

Unit 7: Shapes on the Coordinate Plane

Unit refresh videos

Unit 1

  • Sub-Unit 2 – Answering the Question “Are There Enough?”
  • Sub-Unit 3 – Counting and Cardinality

Unit 2

  • Sub-Unit 1 – Comparing 2 Groups Using the Terms More, Fewer, and Same
  • Sub-Unit 2 – Counting Objects in Different Orders
  • Sub-Unit 3 – Making Groups to Represent Numerals
  • Sub-Unit 4 – Comparing Written Numbers

Unit 3

  • Sub-Unit 1 – Identifying Circles and Triangles in Different Sizes and Orientations
  • Sub-Unit 2 – Using Positional Words to Describe the Location of Shapes

Unit 4

  • Sub-Unit 1 – Adding and Subtracting Within 10
  • Sub-Unit 2 – Representing Addition and Subtraction Story Problems
  • Sub-Unit 3 – Finding the Values of Expressions

Unit 5

Unit 1

  • Sub-Unit 1 – Organizing Data to Count How Many in Each Category
  • Sub-Unit 2 – Counting on to Add and Counting Back to Subtract
  • Sub-Unit 3 – Representing 2 Categories of Data With Addition Equations

Unit 2

  • Sub-Unit 1 – Representing and Solving Add To, Change Unknown Story Problems
  • Sub-Unit 2 – Using Addition or Subtraction to Find an Unknown Part of a Total Amount
  • Sub-Unit 3 – Solving Compare, Difference Unknown Problems
  • Sub-Unit 4 – Making Sense of Story Problems With Different Questions

Unit 3

  • Sub-Unit 1 – Finding a Difference Using the Relationship Between Addition and Subtraction
  • Sub-Unit 2 – Using the Structure of Teen Numbers to Find Missing Addends
  • Sub-Unit 3 – Breaking Apart Addends to Make 10 When Adding
  • Sub-Unit 4 – Subtracting From Teen Numbers in Parts to Get to 10

Unit 4

  • Sub-Unit 1 – Adding a Ten To and Subtracting a Ten From Multiples of 10
  • Sub-Unit 2 – Representing and Writing Two-Digit Numbers
  • Sub-Unit 3 – Comparing Two-Digit Numbers
  • Sub-Unit 4 – Representing the Same Two-Digit Number With Different Amounts of Tens and Ones

Unit 5

  • Sub-Unit 1 – Adding a Number of Tens or Ones to a Two-Digit Number
  • Sub-Unit 2 – Adding a Two-Digit Number and a One-Digit Number When Composing a Ten is Necessary
  • Sub-Unit 3 – Adding a Two-Digit Number and a Two-Digit Number When Composing a Ten is Necessary

Unit 1

  • Sub-Unit 1 – Choosing Strategies to Add Within 20
  • Sub-Unit 2 – Representing Data in a Picture Graph and Bar Graph
  • Sub-Unit 3 – Finding the Difference Between 2 Categories Shown on a Bar Graph

Unit 2

  • Sub-Unit 1 – Strategies to Solve Story Problems Involving Money
  • Sub-Unit 2 – Decomposing a Ten When Subtracting by Place
  • Sub-Unit 3 – Making Sense of Story Problems About Comparing That Use the Word More
  • Sub-Unit 4 – Making Sense of One- and Two-Step Story Problems

Unit 3

  • Sub-Unit 1 – Measuring the Length of an Object in Centimeters Using a Ruler
  • Sub-Unit 2 – Measuring Objects in Inches and Feet
  • Sub-Unit 3 – Representing Measurement Data on a Line Plot

Unit 4

  • Sub-Unit 1 – Locating Numbers on Number Lines
  • Sub-Unit 2 – Representing Addition and Subtraction Strategies on a Number Line

Unit 5

  • Sub-Unit 1 – Composing Hundreds to Represent Three-Digit Numbers
  • Sub-Unit 2 – Comparing Three-Digit Numbers

Unit 1

  • Sub-Unit 1 – Representing Equal-Groups Situations With Equal-Groups Drawings
  • Sub-Unit 2 – Representing Arrays With Multiplication Equations
  • Sub-Unit 3 – Representing Data Using Scaled Bar Graphs

Unit 2

  • Sub-Unit 1 – Determining the Area of a Rectangle Using Counting and Skip Counting
  • Sub-Unit 2 – Determining the Area of a Rectangle Using Multiplication
  • Sub-Unit 3 – Decomposing to Determine the Area of Rectilinear Figures

Unit 3

  • Sub-Unit 1 – Using the Expanded Form and Partial Sums Algorithms to Add
  • Sub-Unit 2 – Using the Expanded Form Algorithm to Subtract
  • Sub-Unit 3 – Rounding Numbers to the Nearest Hundred and Ten Using Number Lines
  • Sub-Unit 4 – Representing and Solving Two-Step Story Problems Involving Multiplication

Unit 4

  • Sub-Unit 1 – Representing Division Situations With Equal-Groups Drawings
  • Sub-Unit 2 – Representing an Equal-Groups Problem With a Division and Multiplication Equation
  • Sub-Unit 3 – Using the Distributive Property of Multiplication to Multiply a One-Digit Number by a Teen Number
  • Sub-Unit 4 – Decomposing Dividends to Divide

Unit 5

  • Sub-Unit 1 – Writing Unit and Non-Unit Fractions
  • Sub-Unit 2 – Locating Non-Unit Fractions on the Number Line
  • Sub-Unit 3 – Identifying Equivalent Fractions
  • Sub-Unit 4 – Comparing Fractions With the Same Denominator or Same Numerator

Unit 1

  • Sub-Unit 1 – Using Factor Pairs to Determine All the Possible Side Lengths of a Rectangle With a Given Area
  • Sub-Unit 2 – Finding Multiples and Common Multiples

Unit 2

  • Sub-Unit 1 – Locating Fractions with Different Denominators On the Same Number Line
  • Sub-Unit 2 – Using Multiples or Factors to Determine Equivalent Fractions
  • Sub-Unit 3 – Comparing Fractions Using Equivalent Fractions With Common Denominators

Unit 3

  • Sub-Unit 1 – Adding and Subtracting Fractions with the Same Denominator
  • Sub-Unit 2 – Multiplying Whole Numbers and Fractions
  • Sub-Unit 3 – Adding Fractions with Denominators of 10 and 100

Unit 4

  • Sub-Unit 1 – Writing Fractions With Denominators of 10 and 100 as Decimals
  • Sub-Unit 2 – Relationships Between Place Values in Multi-Digit Whole Numbers
  • Sub-Unit 3 – Comparing Multi-Digit Numbers
  • Sub-Unit 4 – Using the Standard Algorithm to Subtract When Decomposing is Required

Unit 5

  • Sub-Unit 1 – Representing Multiplicative Comparison Situations
  • Sub-Unit 2 – Converting Measurements in the Metric System
  • Sub-Unit 3 – Comparing Measurements

Unit 1

  • Sub-Unit 1 – Using the Layered Structure of a Rectangular Prism to Determine the Volume
  • Sub-Unit 2 – Determining the Volume of a Rectangular Prism
  • Sub-Unit 3 – Determining the Volume of Figures Composed of Rectangular Prisms

Unit 2

  • Sub-Unit 1 – Representing Equal-Sharing Story Problems with Fractional Quotients
  • Sub-Unit 2 – Representing Fractions with Equivalent Multiplication and Division Expressions
  • Sub-Unit 3 – Determining the Area of a Rectangle With a Fractional Side Length

Unit 3

  • Sub-Unit 1 – Representing Multiplication of 2 Unit Fractions with Diagrams
  • Sub-Unit 2 – Dividing Whole Numbers by Unit Fractions

Unit 4

  • Sub-Unit 1 – Multiplying Multi-digit Whole Numbers Using the Partial Products and Standard Algorithms
  • Sub-Unit 2 – Dividing Multi-Digit Whole Numbers Using Partial Quotients
  • Sub-Unit 3 – Representing Multi-Step Story Problems with Equations

Unit 5

  • Sub-Unit 1 – Comparing Decimals
  • Sub-Unit 2 – Using the Standard Algorithms to Add and Subtract Decimals
  • Sub-Unit 3 – Multiplying a Whole Number and a Decimal Using the Distributive Property
  • Sub-Unit 4 – Dividing Whole Numbers by Decimals Less Than 1

Access Amplify Desmos Math California at home.

In addition to a print Student Edition workbook, your student will have digital access to all learning, practice, and assessment materials through the Amplify platform. The digital curriculum can be accessed in school and at home by following these instructions:

  • Click the Amplify Desmos Math California button.
  • Select Log in with Amplify.
  • Enter your student’s username and password provided by your student’s teacher.
  • Select the desired grade level.

Once logged in, caregivers can view student work by opening previous assignments.

Learn how to navigate the student home page.

Amplify Desmos Math California

Materials overview

Amplify Desmos Math California address blended learning with supporting print materials and a unique digital experience. All K–5 lessons are available in a write-in Student Edition book. Many of the lessons include hands-on activities with manipulatives, tools that help students understand abstract concepts by making them tangible. Your student will also work with digital devices for an age-appropriate number of lessons.

When students use devices, teachers can monitor their work in real time, making sure they get the exact support that they need at every part of the lesson, in and outside of class.

Una interfaz digital que muestra los nombres anónimos de los estudiantes y su estado de participación en diversas actividades. La interfaz incluye opciones para realizar resúmenes, capturas de pantalla y vistas individuales de los estudiantes.

Components of a lesson

Students in an Amplify Desmos Math California classroom can be seen (and heard!) asking questions, debating answers, justifying their thinking, grappling with problems, and working together and independently.

A typical Amplify Desmos Math California lesson includes:

  • Warm-up: A short, attention-getting problem to pique students’ interest in the lesson.
  • Activities: One to two mini-activities that challenge students’ problem-solving skills.
  • Synthesis: Discussion to review and bring together the important concepts from the lesson.
  • Show What You Know and Reflection: Questions for students to show what they know from the lesson. (Note: The Show What You Know lesson assessment is optional for kindergarten and grade 1.)
  • Centers: Student-led activity stations that reinforce the math learned during lesson activities through interactive and often game-like formats. In kindergarten and grade 1, time for Centers is built into the last 15 minutes of every lesson.

To support, strengthen, and stretch students’ learning after the lesson, Amplify Desmos Math California offers options for:

  • Differentiation: Mini-Lessons, Centers, Extensions, Boost Personalized Learning, and Fluency Practice.
  • Practice: Additional problems your student’s teacher may assign for classwork or homework.

Support math learning at home.

You can support your student’s math learning outside of school in many ways:

Your student’s teacher may assign practice problems at the end of each lesson for classwork or homework. If your student has already completed the practice problems for the lesson, ask them to walk you through how they solved each problem, or talk about any parts that were challenging for them. Ask your student follow-up questions to encourage the use of math language as they explain their thinking, such as, “How do you know?,” “How can you show your thinking?,” or “How would you describe that?” If students are stuck, ask support questions, such as, “What information do you know here?” or “How could you represent this problem?”

Your student’s teacher may introduce a Center game with students in the lesson or beyond the lesson. These games are aligned to the math of the unit and can be played with students outside of class. Your student’s teacher may introduce a Center game to students during or after completing a lesson, or you may need to teach the game before you play by using easy-to-follow instructions. Sign up for a free account to explore Centers and additional K–5 content in our Featured Collections.

Each unit in Amplify Desmos Math begins with a read-aloud story to engage students and provide context for the math of the unit. Elements and characters from the Unit Story then appear in lessons throughout the unit.

Kindergarten

Grade 1

Grade 2

Grade 3

Grade 4

Grade 5

Relate math to daily activities at home, whether grocery shopping, preparing a meal, or planning for a trip to the store. Your student can help you figure out how many more apples there are than oranges in the grocery cart, show how to split a sandwich into fourths, or figure out how much change you’ll receive in exchange for a $10 bill. Encourage your student to point out ways that you use math in your daily tasks.

Remind your student that getting stuck is part of the process and a necessary—beneficial, even!—part of learning. Many students (and adults) fear making mistakes. But research shows that making mistakes helps our brains grow. When your student gets stuck on a problem, encourage them to keep trying different strategies, even if they’re not sure if they are right.

Get more information.

Have a question about Amplify Desmos Math California? Visit our help library to search for articles with answers to your program questions. For additional support, please contact your student’s teacher.

Welcome to your Amplify Science pilot!

To view this protected page, enter the password below:



Families and caregivers, welcome to Amplify Desmos Math K–5!

Welcome to the Amplify Desmos Math K–5 Caregiver Hub. We hope your student enjoys exploring math, working with friends to solve problems, and learning new and interesting concepts. And we hope you enjoy the math journey with them! Below are some suggestions and resources for how you can support their learning at home.

Learn more about Amplify Desmos Math.

Para la versión en español, haga clic aquí.

Three children are engaging in a math activity with a grid and orange markers. One child holds a "9-3" card. The background includes beach elements and abstract math symbols.

Caregiver Unit Resources

For every unit of the program, we’ve created a Caregiver Resource that provides a summary of key concepts, plus a problem from the lesson practice set you can work through with your student. You’ll find a Caregiver Resource for each unit, in both English and Spanish.

Unit 1: Math in Our World

Unit Refresh Videos

  • Sub-Unit 2 – Answering the Question “Are There Enough?”
  • Sub-Unit 3 – Counting and Cardinality

Unit 2: Numbers 1–10

Unit Refresh Videos

  • Sub-Unit 1 – Comparing Two Groups Using the Terms “More,” “Fewer,” and “Same”
  • Sub-Unit 2 – Counting Objects in Different Orders
  • Sub-Unit 3 – Making Groups to Represent Numerals
  • Sub-Unit 4 – Comparing Written Numbers

Unit 3: Flat Shapes All Around Us

Unit Refresh Videos

  • Sub-Unit 1 – Identifying Circles and Triangles in Different Sizes and Orientations
  • Sub-Unit 2 – Using Positional Words to Describe the Location of Shapes

Unit 4: Understanding Addition and Subtraction

Unit Refresh Videos

  • Sub-Unit 1 – Adding and Subtracting Within 10
  • Sub-Unit 2 – Representing Addition and Subtraction Story Problems
  • Sub-Unit 3 – Finding the Values of Expressions

Unit 5: Make and Break Apart Numbers Within 10

Unit Refresh Videos

Unit 6: Numbers 0–20

Unit Refresh Videos

  • Sub-Unit 1 – Determine the Quantities of Groups of 11–20 Objects
  • Sub-Unit 2 – Determining the Missing Total and Missing Parts in Equations

Unit 7: Solid Shapes All Around Us

Unit Refresh Videos

  • There are no Refresh Videos for this unit.

Unit 1: Adding, Subtracting, and Working With Data

Unit Refresh Videos

  • Sub-Unit 1 – Organizing Data to Count How Many in Each Category
  • Sub-Unit 2 – Counting on to Add and Counting Back to Subtract
  • Sub-Unit 3 – Representing 2 Categories of Data With Addition Equations

Unit 2: Addition and Subtraction Story Problems

Unit Refresh Videos

  • Sub-Unit 1 – Representing and Solving Add To, Change Unknown Story Problems
  • Sub-Unit 2 – Using Addition or Subtraction to Find an Unknown Part of a Total Amount
  • Sub-Unit 3 – Solving Compare, Difference Unknown Problems
  • Sub-Unit 4 – Making Sense of Story Problems With Different Questions

Unit 3: Adding and Subtracting Within 20

Unit Refresh Videos

  • Sub-Unit 1 – Finding a Difference Using the Relationship Between Addition and Subtraction
  • Sub-Unit 2 – Using the Structure of Teen Numbers to Find Missing Addends
  • Sub-Unit 3 – Breaking Apart Addends to Make 10 When Adding
  • Sub-Unit 4 – Subtracting From Teen Numbers in Parts to Get to 10

Unit 4: Numbers to 99

Unit Refresh Videos

  • Sub-Unit 1 – Adding a Ten to and Subtracting a Ten From Multiples of 10
  • Sub-Unit 2 – Representing and Writing Two-Digit Numbers
  • Sub-Unit 3 – Comparing Two-Digit Numbers
  • Sub-Unit 4 – Representing the Same Two-Digit Number With Different Amounts of Tens and Ones

Unit 5: Adding Within 100

Unit Refresh Videos

  • Sub-Unit 1 – Adding a Number of Tens or Ones to a Two-Digit Number
  • Sub-Unit 2 – Adding a Two-Digit Number and a One-Digit Number When Composing a Ten is Necessary
  • Sub-Unit 3 – Adding a Two-Digit Number and a Two-Digit Number When Composing a Ten is Necessary

Unit 6: Measuring Lengths of Up to 120 Length Units

Unit Refresh Videos

  • Sub-Unit 1 – Measuring Length Using Non-Standard Units
  • Sub-Unit 2 – Writing and Interpreting Lengths Between 100 and 120 Length Units
  • Sub-Unit 3 – Represent and Solve Take From and Add To Story Problems With Unknowns in All Positions

Unit 7: Geometry and Time

Unit Refresh Videos

  • There are no Refresh Videos for this unit.

Unit 1: Working With Data and Solving Comparison Problems

Unit Refresh Videos

  • Sub-Unit 1 – Choosing Strategies to Add Within 20
  • Sub-Unit 2 – Representing Data in a Picture Graph and Bar Graph
  • Sub-Unit 3 – Finding the Difference Between Two Categories Shown on a Bar Graph

Unit 2: Adding and Subtracting Within 100

Unit Refresh Videos

  • Sub-Unit 1 – Strategies to Solve Story Problems Involving Money
  • Sub-Unit 2 – Decomposing a Ten When Subtracting by Place
  • Sub-Unit 3 – Making Sense of Story Problems About Comparing That Use the Word More
  • Sub-Unit 4 – Making Sense of One- and Two-Step Story Problems

Unit 3: Measuring Length

Unit Refresh Videos

  • Sub-Unit 1 – Measuring the Length of an Object in Centimeters Using a Ruler
  • Sub-Unit 2 – Measuring Objects in Inches and Feet
  • Sub-Unit 3 – Representing Measurement Data on a Line Plot

Unit 4: Addition and Subtraction on the Number Line

Unit Refresh Videos

  • Sub-Unit 1 – Locating Numbers on Number Lines
  • Sub-Unit 2 – Representing Addition and Subtraction Strategies on a Number Line

Unit 5: Numbers to 1,000

Unit Refresh Videos

  • Sub-Unit 1 – Composing Hundreds to Represent Three-Digit Numbers
  • Sub-Unit 2 – Comparing Three-Digit Numbers

Unit 6: Geometry and Time

Unit Refresh Videos

  • Sub-Unit 1 – Identifying Shapes by Their Attributes
  • Sub-Unit 2 – Creating Equal Parts in Multiple Ways
  • Sub-Unit 3 – Telling Time in Five-Minute Increments

Unit 7: Adding and Subtracting Within 1,000

Unit Refresh Videos

  • There are no Refresh Videos for this unit.

Unit 8: Equal Groups

Unit Refresh Videos

  • There are no Refresh Videos for this unit.

Unit 1: Working With Data and Solving Comparison Problems

Unit Refresh Videos

  • Sub-Unit 1 – Representing Equal-Groups Situations With Equal-Groups Drawings
  • Sub-Unit 2 – Representing Arrays With Multiplication Equations
  • Sub-Unit 3 – Representing Data Using Scaled Bar Graphs

Unit 2: Adding and Subtracting Within 100

Unit Refresh Videos

  • Sub-Unit 1 – Determining the Area of a Rectangle Using Counting and Skip Counting
  • Sub-Unit 2 – Determining the Area of a Rectangle Using Multiplication
  • Sub-Unit 3 – Decomposing to Determine the Area of Rectilinear Figures

Unit 3: Measuring Length

Unit Refresh Videos

  • Sub-Unit 1 – Using the Expanded Form and Partial Sums Algorithms to Add
  • Sub-Unit 2 – Using the Expanded Form Algorithm to Subtract
  • Sub-Unit 3 – Rounding Numbers to the Nearest Hundred and Ten Using Number Lines
  • Sub-Unit 4 – Representing and Solving Two-Step Story Problems Involving Multiplication

Unit 4: Addition and Subtraction on the Number Line

Unit Refresh Videos

  • Sub-Unit 1 – Representing Division Situations With Equal-Groups Drawings
  • Sub-Unit 2 – Representing an Equal-Groups Problem With a Division and Multiplication Equation
  • Sub-Unit 3 – Using the Distributive Property of Multiplication to Multiply a One-Digit Number by a Teen Number
  • Sub-Unit 4 – Decomposing Dividends to Divide

Unit 5: Numbers to 1,000

Unit Refresh Videos

  • Sub-Unit 1 – Writing Unit and Non-Unit Fractions
  • Sub-Unit 2 – Locating Non-Unit Fractions on the Number Line
  • Sub-Unit 3 – Identifying Equivalent Fractions
  • Sub-Unit 4 – Comparing Fractions With the Same Denominator or Same Numerator

Unit 6: Geometry and Time

Unit Refresh Videos

  • Sub-Unit 1 – Measuring the Length of an Object in Halves and Quarters of an Inch
  • Sub-Unit 2 – Measuring Liquid Volume
  • Sub-Unit 3 – Solving Time Problems
  • Sub-Unit 4 – Representing and Solving Problems Involving Weight

Unit 7: Adding and Subtracting Within 1,000

Unit Refresh Videos

  • There are no Refresh Videos for this unit.

Unit 1: Factors and Multiples

Unit Refresh Videos

  • Sub-Unit 1 – Using Factor Pairs to Determine All the Possible Side Lengths of a Rectangle With a Given Area
  • Sub-Unit 2 – Finding Multiples and Common Multiples

Unit 2: Fraction Equivalence and Comparison

Unit Refresh Videos

  • Sub-Unit 1 – Locating Fractions With Different Denominators On the Same Number Line
  • Sub-Unit 2 – Using Multiples or Factors to Determine Equivalent Fractions
  • Sub-Unit 3 – Comparing Fractions Using Equivalent Fractions With Common Denominators

Unit 3: Extending Operations to Fractions

Unit Refresh Videos

  • Sub-Unit 1 – Adding and Subtracting Fractions With the Same Denominator
  • Sub-Unit 2 – Multiplying Whole Numbers and Fractions
  • Sub-Unit 3 – Adding Fractions With Denominators of 10 and 100

Unit 4: From Hundredths to Hundred Thousands

Unit Refresh Videos

  • Sub-Unit 1 – Writing Fractions With Denominators of 10 and 100 as Decimals
  • Sub-Unit 2 – Relationships Between Place Values in Multi-Digit Whole Numbers
  • Sub-Unit 3 – Comparing Multi-Digit Numbers
  • Sub-Unit 4 – Using the Standard Algorithm to Subtract When Decomposing is Required

Unit 5: Multiplicative Comparison and Measurement

Unit Refresh Videos

  • Sub-Unit 1 – Representing Multiplicative Comparison Situations
  • Sub-Unit 2 – Converting Measurements in the Metric System
  • Sub-Unit 3 – Comparing Measurements

Unit 6: Multiplying and Dividing Multi-Digit Numbers

Unit Refresh Videos

  • Sub-Unit 1 – Multiplying Using Partial Products
  • Sub-Unit 2 – Dividing with Partial Quotients
  • Sub-Unit 3 – Solving Division Problems Involving Remainders

Unit 7: Angles and Properties of Shapes

Unit Refresh Videos

  • There are no Refresh Videos for this unit.

Unit 1: Volume

Unit Refresh Videos

  • Sub-Unit 1 – Using the Layered Structure of a Rectangular Prism to Determine the Volume
  • Sub-Unit 2 – Determining the Volume of a Rectangular Prism
  • Sub-Unit 3 – Determining the Volume of Figures Composed of Rectangular Prisms

Unit 2: Fractions as Quotients and Fraction Multiplication

Unit Refresh Videos

  • Sub-Unit 1 – Representing Equal-Sharing Story Problems With Fractional Quotients
  • Sub-Unit 2 – Representing Fractions With Equivalent Multiplication and Division Expressions
  • Sub-Unit 3 – Determining the Area of a Rectangle With a Fractional Side Length

Unit 3: Multiplying and Dividing Fractions

Unit Refresh Videos

  • Sub-Unit 1 – Representing Multiplication of Two Unit Fractions With Diagrams
  • Sub-Unit 2 – Dividing Whole Numbers by Unit Fractions

Unit 4: Multiplication and Division With Multi-Digit Whole Numbers

Unit Refresh Videos

  • Sub-Unit 1 – Multiplying Multi-Digit Whole Numbers Using the Partial Products and Standard Algorithms
  • Sub-Unit 2 – Dividing Multi-Digit Whole Numbers Using Partial Quotients
  • Sub-Unit 3 – Representing Multi-Step Story Problems with Equations

Unit 5: Place Value Patterns and Decimal Operations

Unit Refresh Videos

  • Sub-Unit 1 – Comparing Decimals
  • Sub-Unit 2 – Using the Standard Algorithms to Add and Subtract Decimals
  • Sub-Unit 3 – Multiplying a Whole Number and a Decimal Using the Distributive Property
  • Sub-Unit 4 – Dividing Whole Numbers by Decimals Less Than 1

Unit 6: More Decimal and Fraction Operations

Unit Refresh Videos

  • Sub-Unit 1 – Representing Powers of 10 With Exponents, Expressions, and Standard Form
  • Sub-Unit 2 – Converting Customary Lengths
  • Sub-Unit 3 – Adding Fractions With Unlike Denominators

Unit 7: Shapes on the Coordinate Plane

Unit Refresh Videos

  • There are no Refresh Videos for this unit.

Access Amplify Desmos Math at home.

In addition to a print Student Edition workbook, your student will have digital access to all learning, practice, and assessment materials through the Amplify platform. The digital curriculum can be accessed in school and at home by following these instructions:

  • Click the Amplify Desmos Math button.
  • Select Log in with Amplify.
  • Enter your student’s username and password provided by your student’s teacher.
  • Select the desired grade level.

Once logged in, caregivers can view student work by opening previous assignments.

Learn how to navigate the student home page.

Amplify Desmos Math

Materials overview

Amplify Desmos Math supports blended learning with supporting print materials and a unique digital experience. All K–5 lessons are available in a write-in Student Edition book. Many of the lessons include hands-on activities with manipulatives, tools that help students understand abstract concepts by making them tangible. Your student will also work with digital devices for an age-appropriate number of lessons.

When students use devices, teachers can monitor their work in real time, making sure they get the exact support that they need at every part of the lesson, in and outside of class.

Una interfaz digital que muestra los nombres anónimos de los estudiantes y su estado de participación en diversas actividades. La interfaz incluye opciones para realizar resúmenes, capturas de pantalla y vistas individuales de los estudiantes.

Components of a lesson

Students in an Amplify Desmos Math classroom can be seen (and heard!) asking questions, debating answers, justifying their thinking, grappling with problems, and working together and independently.

A typical Amplify Desmos Math lesson includes:

  • Warm-up: A short, attention-getting problem to pique students’ interest in the lesson.
  • Activities: One to two mini-activities that challenge students’ problem-solving skills.
  • Synthesis: Discussion to review and bring together the important concepts from the lesson.
  • Show What You Know and Reflection: Questions for students to show what they know from the lesson. (Note: The Show What You Know lesson assessment is optional for kindergarten and grade 1.)
  • Centers: Student-led activity stations that reinforce the math learned during lesson activities through interactive and often game-like formats. In kindergarten and grade 1, time for Centers is built into the last 15 minutes of every lesson.

To support, strengthen, and stretch students’ learning after the lesson, Amplify Desmos Math offers options for:

  • Differentiation: Mini-Lessons, Centers, Extensions, Boost Personalized Learning, and Fluency Practice.
  • Practice: Additional problems your student’s teacher may assign for classwork or homework.

Support math learning at home.

You can support your student’s math learning outside of school in many ways:

Your student’s teacher may assign practice problems at the end of each lesson for classwork or homework. If your student has already completed the practice problems for the lesson, ask them to walk you through how they solved each problem, or talk about any parts that were challenging for them. Ask your student follow-up questions to encourage the use of math language as they explain their thinking, such as, “How do you know?,” “How can you show your thinking?,” or “How would you describe that?” If students are stuck, ask support questions, such as, “What information do you know here?” or “How could you represent this problem?”

Your student’s teacher may introduce a Center game with students in the lesson or beyond the lesson. These games are aligned to the math of the unit and can be played with students outside of class. Your student’s teacher may introduce a Center game to students during or after completing a lesson, or you may need to teach the game before you play by using easy-to-follow instructions. Sign up for a free account to explore Centers and additional K–5 content in our Featured Collections.

Each unit in Amplify Desmos Math begins with a read-aloud story to engage students and provide context for the math of the unit. Elements and characters from the Unit Story then appear in lessons throughout the unit.

Relate math to daily activities at home, whether grocery shopping, preparing a meal, or planning for a trip to the store. Your student can help you figure out how many more apples there are than oranges in the grocery cart, show how to split a sandwich into fourths, or figure out how much change you’ll receive in exchange for a $10 bill. Encourage your student to point out ways that you use math in your daily tasks.

Remind your student that getting stuck is part of the process and a necessary—beneficial, even!—part of learning. Many students (and adults) fear making mistakes. But research shows that making mistakes helps our brains grow. When your student gets stuck on a problem, encourage them to keep trying different strategies, even if they’re not sure if they are right.

Get more information.

Have a question about Amplify Desmos Math? Visit our help library to search for articles with answers to your program questions. For additional support, please contact your student’s teacher.

What does problem-based math learning unlock for students? Part 2

Webinar series recap, part 2 of 3

Our webinar series explores how problem-based learning engages all students in grade-level math every day, and how instructors can bring problem-based learning into their classrooms.

We reviewed part 1 of the series in this blog post. Now, in part 2, we dig deeper into this key aspect of problem-based learning: transferring responsibility for learning to the students.

So…now what? “If you watched Kristin Gray’s webinar,” says educator Kathleen Sheehy, “You may be thinking, ‘I learned so much about the power of problem-based learning. Where do I get started?’”

In this webinar, Sheehy joins fellow educator Ben Simon to explore how teachers can truly make that key shift toward student-centered instruction. “It is a journey. So we are going to talk about the small shifts that teachers and others can make that add up to something big,” Sheehy says.

The role of the teacher in student-centered learning

Most adults were not taught to do math this way as kids—and many teachers were not taught to teach math this way. When teachers have a lot of content to get across in limited time, it can feel risky to shift to a style that requires a bit of letting go.

“Student-centered instruction helps us embrace the idea that people can come at math ideas from different directions,” says Sheehy. “It’s collaborative and social. It focuses on problem-solving with an emphasis on multiple strategies and flexible thinking.”

Problem-based math learning may not be the sage-on-a-stage model, where the teacher stands up front and acts as the only math expert in the room—but it doesn’t mean the teacher relinquishes control, either. You can have both student-focused instruction and solid classroom management.

“It’s not a free-for-all. It’s very structured,” says Sheehy. “The teacher also plays a role in providing instruction and then guiding their students to the key takeaways they want for them.”

Building stakeholder investment

To be most effective, problem-based learning needs to be not only focused on the student but supported by the community as well. This means you aren’t the only one who needs to adjust to the new approach.

What actions can you take to build stakeholder investment? How can you get the principal, other teachers, parents, and kids (who are also accustomed to another style of learning) involved and excited?

Be able to articulate a really compelling reason why student-centered instruction is right for your students. The following are just a few research-backed examples:

  • It helps students develop deeper and longer-lasting mathematical understanding.
  • It helps students grow as problem-solvers, engaging them in productive struggle and collaboration and learning core life skills.
  • It helps students develop a growth mindset, which reduces math anxiety, boosts math confidence, and helps them relinquish the idea that someone either is or is not a math person.

When the teacher is the supporter of knowledge, not the gatekeeper, students lead the learning process and feel more confidence with and connection to math, says Sheehy.

How and where do you communicate these ideas? Sheehy and Dixon have found that providing a short hands-on math experience with problem-based learning examples can be very effective. This enables stakeholders to experience the difference themselves, especially when conducted in a low-stakes scenario like a parent math night or PD training.

Sheehy also suggests asking them what they think the impact of student-centered learning would have been for them when they were students. “We’ve heard people say things like, ‘I would have been way less anxious about math if I’d learned it this way,’” she says.

Making a plan to start the shift

“We’re not expecting to create a masterpiece overnight. It takes time to develop the teacher and student skills and to establish everything that needs to be in place,” Sheehy says, “You can’t get better at all the things all at once.”

Where to start? “Size up the shift,” she says, and make a plan.

“Using very clear look-fors can enable educators to decide where to focus,” says Sheehy. “‘What would I look for if I walked into a classroom that is beginning to engage in student-centered instruction?’”

Here are a few key elements to look for:

  1. Management of materials, routines, and classroom setup in a way that facilitates collaboration.
  2. Establishment of a classroom community (using norms charts, etc.) around the core idea that everybody belongs there and is a mathematician.
  3. A teachable structure that models the thinking process and creates predictability, allowing students to focus.

Sheehy and Dixon have found that a focus on these three areas helps teachers name what they are trying to improve in a systematic way.

“Once I tackle this first area and feel successful with that, I know what I’m going to tackle next, and after that,” says Sheehy. “These look-fors can help you make informed decisions that, little step by little step, can help you eventually get to where you want to be.”

How Amplify Math supports problem-based learning

Amplify Math is designed to support problem-based learning, so you’re making that shift every time you teach. The program specifically supports teachers in the planning and delivery of problem-based lessons, and enables them to monitor student progress and differentiate instruction based on real-time data.

Lessons start with warm-ups that tap into prior knowledge, then move into problems that require collaboration to solve. Teachers monitor, engage, and ultimately synthesize student work into the main idea. There are also ample opportunities for practice and reflection. 

Learn more about Amplify Desmos Math.

Register to watch the recording.

Subscribe to Math Teacher Lounge.

Expect more from your assessments with mCLASS Math.

Understanding student thinking is the key to accelerating student performance.

Welcome to mCLASS® Math, the benchmarking and progress monitoring system for grades K–8 that measures proficiency, reveals underlying mathematical thinking, and informs instructional support for every learner. Analyzing student responses to reveal valid underlying mathematical thinking—even in wrong answers—helps better target individualized instructional recommendations that build grade-level proficiency.

Explore samples

Meet mCLASS Math.

mCLASS Math’s research-based benchmark and progress monitoring assessment system tracks performance against grade-level expectations to help predict later growth outcomes.

With screening and diagnostic capabilities and empirically established cut scores to assess risk, mCLASS Math reporting helps educators pinpoint strengths and areas of growth for individualized instructional support for every student. Together, these establish a strong Multi-Tiered System of Supports (MTSS).

Explore skills coverage

This powerful assessment is digitally assigned to the whole class three times annually: beginning-of-year (BOY), middle-of-year (MOY), and end-of-year (EOY). The open responses of the assessment give more robust data-points gathered from each item, and it only takes 30 to 40 minutes to complete.

Designed to target critical grade-level skills that predict success, the rich data can be used as a diagnostic tool for Tier 2 and Tier 3 intervention and flags for the potential risk of dyscalculia.

mCLASS Progress Monitoring assessments help teachers chart students’ progression between benchmark assessment windows. For students receiving targeted support, mCLASS Progress Monitoring determines if intervention is effective or adjustments are needed to enhance student learning.

These short yet effective assessments enable teachers to monitor a student’s math performance between mCLASS Benchmark assessments. mCLASS Progress Monitoring assessments can be assigned to a select group of students needing targeted support in a specific skill or Tier 2 or Tier 3 intervention, and are aligned around crucial math domains for each grade level.

Assess in less time.

With the groundbreaking digital analysis of student thinking, mCLASS Math teachers can rely on the predictive validity of assessments in less time.

The powerful Student Response Analysis of open-ended questions provides deep insight into what and how students think—faster and with fewer questions.

Learn more
A laptop displays a classroom results dashboard for supplemental math, featuring a table of student scores, colored rating bars, and side labels showing numbers 250, 310, and 320.

Access deeper insights.

mCLASS Math’s dynamic data reports offer a window into student thinking, reliably guiding intervention across Tiers 1–3.

The more teachers understand how their students think, the better they can support their growth. The assessment system recognizes students’ individual strengths, experiences, understandings, and strategies—or assets, as we collectively refer to them—to inform the robust data that powers mCLASS Math.

Explore a guided tour

Educator and caregiver reports

Empirically established cut scores and domain-specific measures help teachers plan for tiered intervention with classroom, school, and district-level performance reports set to predict end-of-year outcomes.

To reinforce learning at home, Home Connect letters provide caregivers with easy-to-use reports on their child’s math development.

Student Thinking Report

The Student Thinking Report gives teachers actionable recommendations tailored to how individual students or groups of students approach problems. By understanding the different ways of thinking in skimmable, yet robust, reports, teachers have the tools they need to efficiently plan differentiation to achieve instructional targets.

Actionable recommendations enable teachers to quickly differentiate with intervention resources aligned to common misconceptions.

Learn about reporting

Research behind mCLASS Math

Based on decades of research for best practices in math, mCLASS Math efficiently assesses students’ skills and thinking to give teachers instant recommendations for small group and individualized instruction.

Following research from leading math experts and an in-depth validation analysis through WestEd, a technical report will be released summer 2025.

A teacher provides instructional support to students wearing headphones as they work on laptops during a math intervention session. Other students are visible in the background.

A dedicated team at Amplify with over 500 combined years of classroom teaching, school leadership, and assessment experience thoughtfully created mCLASS Math with teachers and students in mind.

Following research from leading math experts and an in-depth validation analysis through WestEd, data will be continuously released starting in spring 2025.

A woman with long dark hair, smiling and wearing a dark top, embodies the essence of individualized instruction against a neutral background.

Sandra Pappas

Associate Director of Research

A person in a suit and tie smiles while standing in front of a wall with ivy, embodying the essence of individualized instruction and progress monitoring.

Patrick Callahan, Ph.D.

Educator and Founder of Math ANEX

A man in a suit and tie stands against a gray background, arms crossed, exuding confidence as if ready to offer instructional support. He gazes at the camera with an air of determination and expertise.

Jason Zimba, Ph.D.

Chief Academic Officer of STEM
at Amplify

The mCLASS Math K–5 assessment system is designed to provide educators with reliable and valid measures to identify students needing additional support in mathematics and to inform instructional decisions. Preliminary data presents evidence supporting the psychometric quality of the assessment using the technical standards outlined by the National Center on Intensive Intervention (NCII) and state requirements for screening measures.

Read the research

Data informs
instruction

mCLASS Math works alongside your core instruction, differentiation, and intervention. The data model behind mCLASS Math provides comprehensive data for each student across grades K–8, easily connecting teachers to the immediate next steps that will support, strengthen, and stretch all learners.

Explore walkthrough
Math activity interface with three ten-frames showing flowers and leaves, a prompt to find the sum 9 + 4 + 3, and movable flowers for counting—ideal for math intervention and progress monitoring.

Personalized Learning accelerates student growth with daily, targeted 15-minute digital activities. Supported by a virtual tutor, students tackle individualized tasks linked to daily lessons, receiving just-in-time support to foster grade-level success.

Explore sample activities

Two educational pages titled "Writing Equations With Unknown Variables" under Teacher Guide ML L06, featuring problem examples, vocabulary, and recommended next steps for teaching. Includes progress monitoring tools to enhance individualized instruction and boost learning outcomes.

Teacher-led, 15-minute Mini-Lessons can build grade-level proficiency by providing research-based, targeted intervention to small groups of students who need additional support.

Explore sample Mini-Lessons

Three educational math worksheets titled "Capture Squares" and "Cover Up," featuring instructions and a multiplication grid, provide instructional support as engaging supplemental math activities for classroom use.

Reinforce students’ understanding of concepts through collaborative, hands-on Centers (grades K–5). These student-led routines provide additional practice with vertical alignment across grade levels.

Explore sample Centers

Fluency Practice uses spaced repetition, an evidence-based approach to promoting memory retention, to teach basic facts. The adaptive nature of the practice allows students to focus less and less on the facts they already know. We’ve partnered with Math for Love to iterate on the popular Multiplication by Heart to create Division by Heart and Addition and Subtraction by Heart I & II. These proven fluency decks—plus Skills Fluency for supporting procedural fluency practice—help students practice crucial skills independently.

Try Fluency Practice

A laptop screen showcases a software interface with an "Item Bank" of selectable cards, ideal for progress monitoring. The interface features sorting options and a left sidebar menu, offering seamless integration for instructional support.

Item Banks provide space for teachers to create custom practice and assessments by using filters and searching for standards, summative-style items, and more.

Collage of math exercises featuring cubes, an avocado-themed problem, and geometric shapes. Includes instruction for selection and explanation, offering instructional support to aid in progress monitoring.

All students should have access to fun and challenging problems. Extensions are 10- to 15-minute activities aligned to the most critical topics for the grade, providing flexible, low-lift activities for the whole class or targeted intervention to small groups of students ready for an extra challenge.

See a sample Extension

One cohesive math experience

As part of Amplify Desmos Math, Amplify’s comprehensive math suite, mCLASS Math provides a strong foundation of actionable data to help teachers diagnose and capitalize on student strengths. Amplify Desmos Math ensures that you have all the core, intervention, and personalized instruction you need to support each stage of a student’s math journey.

Learn more

Committed to reading equity

We believe that all students have the right to read complex texts and engage in rich classroom discussions. They should also see themselves reflected and experience new worlds through reading.

This commitment guides our text selection, unique artwork, and dedication to reaching every student where they are.

A student with curly hair reads a book in a classroom, while other students are visible in the background, sitting at desks.

Text selection

Texts in the Amplify ELA curriculum cover a wide range of topics, themes, and genres, with differentiated supports that ensure that all students can work through each reading and lesson. Taken as a whole, the texts show students a diverse picture of the world, while fostering a lifelong love of reading.

Illustration of diverse people and landscapes, featuring native designs, botanical elements, and a silhouetted airplane against a script background.
A painted scene shows a blue sky with scattered white dots resembling stars and red clouds, against a backdrop of dark and light color gradients.

In the Liberty & Equality unit, students reflect on the harrowing journeys and avenues to freedom that enslaved African-Americans were forced to forge.

Character & Conflict

Students read A Raisin in the Sun, a play that focuses on the impact of poverty and racial tensions on family relationships and identity within an African-American family.

Summer of the Mariposas

In the Summer of the Mariposas unit, students dive into a retelling of the Odyssey through a contemporary Hispanic lens as they explore sibling and extended-family relationships.

A pencil sketch of an airplane is shown on a textured background with orange and yellow watercolor paint.

In the Perspectives and Narrative unit, students explore a coming of age moment for an adolescent daughter of immigrant parents.

Red Scarf Girl

In the Red Scarf Girl and Narrative unit, students learn about a key historic moment in Asian and world history, while making connections to relatable themes like authority figures imposing rules on children, and family and peer loyalties standing at odds.

Mysteries & Investigations

In the Mysteries & Investigations unit, many of the texts present an ethnically and culturally diverse group of characters, including many pre-teen or teen protagonists rebelling against authority, navigating their relationships with their peers and families, and figuring out their unique identities.

Created with diverse perspectives

With our new illustrations, time spent in our classrooms will feel relevant and relatable to every student. We’ve brought together an art team with unique perspectives and visual styles so that their diversity can shine along with the
complex texts in our curriculum, and illuminate their relationship with our literature. Everyone deserves to see themselves as the hero of a story. It is our hope that our students will find themselves within our program, and will be ever more curious in their learning, and engaged in their reading.

https://youtu.be/_FLV_Le7Zoc
A person sits at a desk with art supplies, flowers, and plants, speaking on camera. An orange play button overlays the image, indicating a video. A colorful artwork hangs on the wall behind them.
Paige Womack

Dive into the world of Mysteries &
Investigations with Dr. Womack,
the illustrator who may have once
become a scientist…

A person sits on a couch in a room decorated with colorful artwork and a wooden sculpture; a play button icon is overlaid at the center.
Tre McClendon

Meet Tre, a seeker and traveller that became homies Fredrick Douglass through illustrating his narrative for our program…

A woman with long dark hair in a red top sits indoors near a window with yellow flowers and colorful decorations; a play button overlay is at the center.
Jackie Pierson

There’s no one way to be a maker, and Jackie certainly has made a lot of things. Check out the weird and mysterious world of her miniatures…

A person with curly hair and hoop earrings speaks indoors, with colorful posters and decorations visible in the background. An orange play button overlays the image.
Elizabeth Dantzler

She’s been drawing characters and comics ever since middle school. Now see the drama of Edel’s work in the mythos of the Greeks…

A woman stands in front of a wall covered with colorful artwork. An orange play button icon is overlaid on the center of the image.
Caroline Hadilaksono

Travel through countries and narratives with Caroline, as she shares her delicate watercolors for illustrating the hero’s journey…

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Patrick Mahony

The haunting work that Patrick creates will leave you feeling a sense of melancholy and longing, but not without hope for the future…

A woman in a red blazer sits in an office with open books and art prints on the wall. An orange play button is overlaid in the center of the image.
Edel Ferri

She’s been drawing characters and comics ever since middle school. Now see the drama of Edel’s work in the mythos of the Greeks…

A man in a light blue shirt speaks while seated in a creative workspace with colorful artwork and sketches displayed on the wall behind him.
Eddie Pena

As a latino American, Eddie is an illustrator, a father, and a teacher. He is working in collaboration with Poetry in America to use his heritage as inspiration…

A woman sits in front of a wall covered with colorful educational posters, partially obscured by a large play button icon in the center.
Tory Novikova

Listen to a word from Tory, the Art Director at Amplify, on how the vision
was set for the project and how she brought the team together that would get to illustrate ELA…

Fanart

Here is a library of all the inspiring art that our beloved fans have submitted for our program. Do you or your students have a favorite literary character from our program? Send us your fanart to be shared with our community here!

Enter contest
A collage of various portrait illustrations and drawings, including stylized faces, historical figures, animals, and astronauts, in both color and black and white.

LITERACY CHAMPIONS

The Science of Reading Star Awards

Making the shift to the Science of Reading is no small feat. Every day, educators like you are successfully improving student outcomes in schools and communities, and we’re eager to celebrate your accomplishments with the Science of Reading Star Awards.

We’re no longer accepting submissions for this year’s Star Awards cycle. See you next year!

A blue award plaque labeled "2026 Winner" is surrounded by colorful speech bubbles with a thumbs up and heart icon, decorative stars, and highlights achievements in the science of reading.

Get excited for the prizes!

Exceptional accomplishments deserve to be rewarded.

All award winners will receive:

  • Honorary Amplify Ambassadorship.
  • Amplification on our website and social media.
  • A Science of Reading starter library.
  • Enrollment in Science of Reading: The Learning Lab for each winner and a friend.
  • Tons of swag!

The grand prize winners in the District and School categories will receive access to an exclusive library of professional development resources. The grand prize winner in the Individual category will be given full conference registration and associated travel costs to The Annual Conference of The Reading League.

Recognizing leaders in education

Learning to read is nothing short of a transformation—and at the heart of this transformation are literacy educators harnessing the Science of Reading to ignite lifelong learning.

Science of Reading Star Award winners shine bright, going above and beyond to light the path for students nationwide. Be part of the celebration—help us recognize these heroes!

A woman with long dark hair, wearing a blazer and white top, smiles at the camera against a dark background, embodying confidence and expertise in the science of reading.
“Receiving this award is really an honor. It’s an amazing feeling to be recognized for work that I care so deeply about. At the same time I have to dedicate this award to the amazing educators that I work with, and the supportive administrators that we’ve had along the way.”

—Reena Mathew, Literacy Coach

Suffern Central School District, NY

An award category for everyone!

White icon of a school building with a clock on an orange, flag-shaped background, representing dedication to the science of reading.

District:
The District Captain

This award honors a district that exemplifies strong Science of Reading practices across the board.

A blue rectangular banner with a curled top-right corner displays a white book icon with horizontal lines, symbolizing the science of reading.

School:
The Literacy Legend

This award honors a school that has seen significant reading gains among their students school-wide when using the Science of Reading.

Yellow rectangular icon with a folded top-right corner and a white brain graphic in the center, representing the science of reading, set against a light gray background.

Individual:
The Background Knowledge Builder

This award is for showing the world that the Science of Reading empowers students with knowledge, context, and vocabulary from elementary through middle school.

A yellow, rectangular flag icon with a white graphic of a person wearing a helmet and holding a device, resembling an astronaut or robot—symbolizing exploration much like the science of reading uncovers new frontiers in literacy.

Individual:
The Changemaker

This award is for showcasing exemplary Science of Reading routines and practices, and serving as an inspiration to others on the journey.

An orange flag-shaped icon with a white pencil and ruler crossed in the center, symbolizing design or editing tools inspired by the science of reading.

Individual:
The Comprehension Champion

This award is for fostering deep understanding and critical thinking by expertly guiding students to make meaning from complex texts, ask thoughtful questions, and connect reading to their world and experiences.

A blue document icon with a white upward-trending line graph in the center, suggesting data analysis or statistics related to the science of reading.

Individual:
The Data Dynamo

This award is for expertly using data to drive instruction within an MTSS framework, identifying student needs with precision, and implementing targeted interventions that accelerate literacy growth for every learner.

Blue flag-shaped icon with two overlapping white speech bubbles in the center, representing communication or conversation, ideal for topics like the science of reading.

Individual:
The Language Luminary

This award is for outstanding success in developing the skills and strengths of emergent bilingual students and multilingual/English learners.

A yellow vertical banner with a white rocket icon in the center, a folded top-right corner, and subtle nods to the science of reading.

Individual:
The Science of Reading Rookie

This award is for a teacher in their first three years of teaching, already making strides with the Science of Reading.

An orange rectangular icon with a folded top-right corner, featuring a white fountain pen nib symbol in the center, representing tools used in the science of reading.

Individual:
The Writing Whiz

This award is for integrating writing instruction with the Science of Reading, cultivating articulate and confident writers through innovative and effective practices.

A person with wavy, shoulder-length blonde hair smiles at the camera outdoors, wearing a black top, black jacket, and a round pendant necklace. Greenery is blurred in the background, hinting at a relaxed moment away from studying the science of reading.
“I’ve been teaching for 17 years, so getting this award after starting to integrate the Science of Reading really validated what I was doing, solidified it in my classroom, and made me realize that I was doing the right thing after all.”

—Jennifer Dove, Grade 3 Teacher

Rockingham County, Virginia

Submit a nomination to the Science of Reading Star Awards!

Entry is quick and simple—just provide the required information and an overview of the nominee you think deserves recognition.

  • You may submit multiple entries, but please nominate for only one category at a time.
  • Your submission can include an overview of the educator, school, or district’s journey with the Science of Reading; how they overcame challenges; how they are empowering their students with the Science of Reading; how they implemented strong Science of Reading practices; and/or what results they are seeing.
  • The more specific you can be in your submission, the better! If data is a big part of your story, we’d love to hear about it.
  • As part of your entry, you agree to allow us to contact you about the details of your application.
  • A member of the team will be in contact by March 2026 if you are short-listed as a finalist.

Families and caregivers, welcome to Amplify Desmos Math Texas K–5!

Welcome to the Amplify Desmos Math Texas K–5 Caregiver Hub. We’re here to support your student as they explore math, work with friends to solve problems, and learn new and interesting concepts—and to support you as you go on this math journey with them! Below are some suggestions and resources for how you can support their learning at home.

Learn more about Amplify Desmos Math Texas.

Para la versión en español, haga clic aquí.

Three children are engaging in a math activity with a grid and orange markers. One child holds a "9-3" card. The background includes beach elements and abstract math symbols.

Unit Caregiver Resources

For every unit of the program, we’ve created a Caregiver Resource that provides a summary of key concepts. You’ll find a Caregiver Resource for each unit, in both English and Spanish.

Unit 1: Beginning Number Concepts

Unit 2: Numbers 1–10

Unit 3: Shapes, Coins, and Financial Literacy

Unit 4: Understanding Addition and Subtraction

Unit 5: Make and Break Apart Numbers Within 10

Unit 6: Numbers 0–20

Unit 7: Solid Shapes All Around Us

Unit 1: Adding, Subtracting, and Working With Data

Unit 2: Story Problems Within 10

Unit 3: Adding and Subtracting Within 20

Unit 4: Numbers to 99 and Financial Literacy

Unit 5: Adding Within 120

Unit 6: Length Measurement Within 120 Units

Unit 7: Geometry and Time

Unit 1: Working With Data and Developing Financial Literacy

Unit 2: Adding and Subtracting Within 100

Unit 3: Measuring and Solving Problems Using Length

Unit 4: Numbers to 1,200

Unit 5: Geometry and Time

Unit 6: Adding and Subracting Within 1,000

Unit 7: Equal Groups and Area

Unit 1: Introducing Multiplication

Unit 2: Adding, Subtracting, and Rounding Larger Numbers

Unit 3: Relating Multiplication to Division

Unit 4: Fractions as Numbers

Unit 5: Measurement and Financial Literacy

Unit 6: Sorting and Classifying Shapes

Unit 1: Fraction Equivalence and Comparison

Unit 2: Extending Operations to Fractions

Unit 3: From Hundredths to One Billion

Unit 4: Mathematical Relationships and Financial Literacy

Unit 5: Multiplying and Dividing Multi-Digit Numbers

Unit 6: Angles and Properties of Shapes

Unit 1: Volume, Factors, and Expresssions

Unit 2: Multiplying and Dividing Fractions

Unit 3: Multi-Digit Multiplication and Division and Financial Literacy

Unit 4: Place Value Patterns and Decimal Operations

Unit 5: Measurement, Fraction Operations, and Data

Unit 6: Geometry and Algebraic Reasoning

Sub-Unit Summaries

Access Amplify Desmos Math at home.

In addition to a print Student Edition workbook, your student will have digital access to all learning, practice, and assessment materials through the Amplify platform. The digital curriculum can be accessed in school and at home by following these instructions:

  • Select the Amplify Desmos Math button.
  • Select Log in with Amplify.
  • Enter your student’s username and password provided by your student’s teacher.
  • Select the desired grade level.

Once logged in, caregivers can view student work by opening previous assignments.

Learn how to navigate the student home page.

Amplify Desmos Math

Materials overview

Amplify Desmos Math Texas supports blended learning with supporting print materials and a unique digital experience. All K–5 lessons are available in a write-in Student Edition book. Many of the lessons include hands-on activities with manipulatives, tools that help students understand abstract concepts by making them tangible. Your student will also work with digital devices for an age-appropriate number of lessons.

When students use devices, teachers can monitor their work in real time, making sure they get the exact support that they need at every part of the lesson, in and outside of class.

Una interfaz digital que muestra los nombres anónimos de los estudiantes y su estado de participación en diversas actividades. La interfaz incluye opciones para realizar resúmenes, capturas de pantalla y vistas individuales de los estudiantes.

Components of a lesson

Students in an Amplify Desmos Math Texas classroom can be seen (and heard!) asking questions, debating answers, justifying their thinking, grappling with problems, and working together and independently.

A typical Amplify Desmos Math Texas lesson includes:

  • Warm-up: A short, attention-getting problem to pique students’ interest in the lesson.
  • Activities: One to two mini-activities that challenge students’ problem-solving skills.
  • Synthesis: Discussion to review and bring together the important concepts from the lesson.
  • Show What You Know and Reflection: Questions for students to show what they know from the lesson. (Note: The Show What You Know lesson assessment is optional for kindergarten and grade 1.)
  • Centers: Student-led activity stations that reinforce the math learned during lesson activities through interactive and often game-like formats. In kindergarten and grade 1, time for Centers is built into the last 15 minutes of every lesson.

To support, strengthen, and stretch students’ learning after the lesson, Amplify Desmos Math Texas offers options for:

  • Differentiation: Mini-Lessons, Centers, Extensions, Boost Personalized Learning, and Fluency Practice.
  • Practice: Additional problems your student’s teacher may assign for classwork or homework.

Support math learning at home.

You can support your student’s math learning outside of school in many ways:

Your student’s teacher may assign practice problems at the end of each lesson for classwork or homework. If your student has already completed the practice problems for the lesson, ask them to walk you through how they solved each problem, or talk about any parts that were challenging for them. Ask your student follow-up questions to encourage the use of math language as they explain their thinking, such as, “How do you know?,” “How can you show your thinking?,” or “How would you describe that?” If students are stuck, ask support questions, such as, “What information do you know here?” or “How could you represent this problem?”

Your student’s teacher may introduce a Center game with students in the lesson or beyond the lesson. These games are aligned to the math of the unit and can be played with students outside of class. Your student’s teacher may introduce a Center game to students during or after completing a lesson, or you may need to teach the game before you play by using easy-to-follow instructions. Try out the following Center games with your student!

Each unit in Amplify Desmos Math begins with a Read-Aloud to engage students and provide context for the math of the unit. Elements and characters from the Unit Story then appear in lessons throughout the unit.

Kindergarten

Grade 1

Grade 2

Grade 3

Grade 4

Grade 5

Relate math to daily activities at home, whether grocery shopping, preparing a meal, or planning for a trip to the store. Your student can help you figure out how many more apples there are than oranges in the grocery cart, show how to split a sandwich into fourths, or figure out how much change you’ll receive in exchange for a $10 bill. Encourage your student to point out ways that you use math in your daily tasks.

Remind your student that getting stuck is part of the process—a necessary and beneficial part of learning. Many students (and adults) fear making mistakes, but research shows that mistakes help our brains grow! When your student gets stuck on a problem, encourage them to keep trying different strategies even if they’re not sure they’re right.

Amplify Desmos Math California

Welcome, Reviewers to Amplify Desmos Math California!

The video on the right will walk you through program navigation and how to access key features.

Click the links in the drop-down sections below to explore Algebra 1.

For helpful navigation tips and more program information, view the Amplify Desmos Math Program Guide for Secondary.

Category 1: Mathematics Content/Alignment with the Standards

Standards maps

  • Algebra 1

Evaluation Criteria Maps

  • Algebra 1

Category 2: Program Organization

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Proficiency Progression

Lessons and units in Amplify Desmos Math are designed around a Proficiency Progression, a model that steps out problem-based learning by systematically building students’ curiosity into lasting grade-level understanding.

In the Proficiency Progression, lessons begin by activating students’ natural curiosity and offering opportunities to generate new ideas through collaboration. Teachers are then able to refine idea

Lesson design

Amplify Desmos Math is designed with a structured approach to problem-based learning that systematically builds on students’ curiosity and allows students to grapple with the Big Ideas of the California Framework. Every lesson activity is organized into a Launch, Monitor, Connect format.

Launch

The launch is a short, whole-class conversation that creates a need or excitement, provides clarity, or helps students connect to their prior knowledge or personal experience, which ensures that everyone has access to the upcoming work.

Monitor

As students work individually, in pairs, or in groups, teachers explore student thinking, ask questions, and provide support to help move the conversations closer to the intended math learning goal.

Connect

Teachers connect students’ ideas to the key learning goals of the lesson, facilitating class discussions that help students synthesize and solidify the big ideas.

Routines

Instructional routines can be found throughout each lesson in the Teacher Edition and digital Presentation Screens. Math Language Routines (MLRs) are used within lessons to highlight student-developed language and ideas, cultivate conversation, support mathematical sense-making, and promote meta-cognition. Here is a list of the instructional routines used in the Amplify Desmos Math curriculum:

  • MLR1: Stronger and Clearer Each Time
  • MLR2: Collect and Display
  • MLR3: Critique, Correct, Clarify
  • MLR5: Co-Craft Questions
  • MLR6: Three Reads
  • MLR7: Compare and Connect
  • Decide and Defend
  • Notice and Wonder
  • Number Talk
  • Tell a Story
  • Think-Pair-Share
  • Which One Doesn’t Belong?

Program Structure

Amplify Desmos Math combines the best of problem-based lessons, intervention, personalized practice, and assessments into a coherent and engaging experience for both students and teachers.

Lesson Structure

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Scope and Sequence

Program components

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Category 3: Assessments

Unit and lesson-level assessment

Performance tasks

Benchmark assessments

CASSPP-aligned assessment preparation

Self-Reflection

Data and reporting

Category 4: Access and Equity

In-lesson differentiation

Within every lesson activity, teachers can use the Differentiation Teacher Moves suggestions to provide in-the-moment instructional support while students are engaged in the work of the lesson.

Teachers are provided with clear student actions and understanding to look for, each matched with immediately usable suggestions for how to respond to the student thinking illustrated in each row of the table. In addition to using these suggestions in the moment as teachers monitor student work, teachers can review the Differentiation table in advance to help them anticipate how students are likely to approach the activity.

Data to guide instruction

Amplify Desmos Math Reporting provides teachers and administrators with unified data insights so that educators have visibility into what students know about grade-level math. Areas of potential student need are highlighted to allow teachers to modify their instruction and target differentiated support. With actionable insights from mCLASS Benchmark and Progress Monitoring Assessments, teachers are given recommendations they need to inform Tier 2 and Tier 3 intervention.

Mini-Lessons

Amplify Desmos Math Mini-Lessons are 15-minute lessons aligned to the most critical topics throughout a unit. Teacher-led Mini-Lessons are used to provide targeted intervention to small groups of students who need additional support or to re-engage students with content that they may need more time on.

Amplify Desmos Math Mini-Lessons are the perfect complement to our problem-based approach, because they provide more explicit instruction opportunities and leverage a consistent instructional routine (Modeled Review, Guided Practice, Check for Understanding).

Fluency Practice

Math Adventures

Centers (Grades K–5)

Centers are engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Centers are designed so that students engage in them with minimal teacher direction and support. Each Center has multiple stages, so that students return to the same Center game repeatedly within and across grade levels. The content of the Center grows in complexity to align with grade-level standards in a scaffolded manner.

Extensions

Amplify Desmos Math extensions are 10- to 15-minute activities aligned to the most critical topics in a sub-unit. Extensions can provide targeted intervention to small groups of students ready for an extra challenge or the whole class.

Amplify Desmos Math extensions build on our student-led, problem-based approach, providing more opportunities for students to engage in creative and rigorous problems that can be approached with different strategies.

These low-lift activities give teachers flexibility and provide students with open-ended, hands-on problems they can choose from.

Boost Personalized Learning

Category 5: Instructional Planning and Support


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Locate the Digitial Access flyer from your Reviewer Binder.
Click the orange button below to access the digital platform.
Click login with Amplify.
Enter the username and password provided on your Digital Access flyer.

Digital Platform

Contact

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Welcome to Amplify Desmos Math California

Amplify Desmos Math California core math program is designed to meet the California Mathematics Framework and the California Common Core State Standards for Mathematics. Scroll down and click to view the K–8, Algebra 1, and Math 1 student materials.

K–8 student materials

Please note that the Grade 5 Student Edition Volume 2 has been divided by unit in order to be posted on this site due to file size upload restrictions.

Algebra I student materials

Math I student materials

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Join us for an Oklahoma Amplify Science workshop

These fun and informative workshops will give you a sneak peak into Amplify Science for grades K-8. Enjoy dinner with your colleagues and Amplify Science team, preview the program, walk away with free samples, and maybe even a door prize!

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In-person workshops

Agenda

4:00 p.m. Registration
4:30 p.m. Workshop
5:30 p.m. Dinner and door prizes

Tuesday, September 29

Stride Bank Center
301 S. Independence Street
Enid, OK 73701

Wednesday, September 30

Hampton Inn & Suites Stillwater West
615 S. Country Club Road
Stillwater, OK 74074

Thursday, October 1

Science Museum

2020 Remington Place

Oklahoma City, OK 73111

Tuesday, October 20

Oklahoma Aquarium

300 Aquarium Drive

Jenks, OK 74037

Thursday, October 22

Sam Noble Museum 

University of Oklahoma

2401 Chautauqua Avenue

Norman, OK 73072

Virtual workshops

Agenda 

4:00 p.m. Workshop begins
4:45 p.m. Q&A
5:00 p.m. Dinner gift card and door prizes

Wednesday, October 21

4:00 p.m. CDT

Tuesday, October 27

4:00 p.m. CDT

Wednesday, October 28

4:00 p.m. CDT

Thursday, October 29

4:00 p.m. CDT

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While we’ve made every effort to ensure that this invitation is consistent with the gift and ethics rules adopted by most jurisdictions, we recognize that many public officials are subject to rules that do not permit acceptance of this offer or require approval of other officials at your agency. If you do plan to attend our event, please ensure that acceptance of our invitation is fully compliant with your local rules regarding travel, lodging, and meals for events with vendors. Please let us know if we can provide any additional information to support your determination.

Amplify customer support hub

Quickly find support for every step of your journey, whether you’re new to our programs or a long-time partner. Our support hub offers personalized, responsive assistance to drive strong implementation and boost student outcomes.

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Round-the-clock help resources

Access comprehensive support anytime, anywhere with our 24/7 Help Center. Find articles, answers, and quick links with ease in this collection of resources.

For system status updates, click on Amplify System Status.

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Submit a support request

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Speak directly with our knowledgeable agents.

Call: +1 (800) 823-1969 

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Our team helps with purchasing, order fulfillment, enrollment, and more.

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Enjoy seamless purchasing with our dedicated team. For quick help, visit our payment support site or contact your account executive.

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After processing your purchase, our specialized teams guide you through onboarding, professional development, materials delivery, digital setup, and implementation launch.

Discover the tools to transform teaching.

Continued learning and growth

Learn with us:
Join our free online webinars and events to explore thought leadership and gain insights. Stay informed about the latest in education.

Elevate your practice:​​
Explore paid professional development to enhance your skills and integrate our programs effectively. Our resources are tailored to support your success.

Your voice matters!

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San Diego Caregivers — Welcome to Amplify Desmos Math!

Welcome to the Amplify Desmos Math Caregiver Hub for San Diego USD. We’re excited to partner with San Diego USD teachers, principals, and district leaders to provide your student with exceptional opportunities to learn math. We designed this hub to help you in supporting your student along their math journey this year.

Introducing Amplify Desmos Math

Amplify Desmos Math is a new core math curriculum built for grades 6, 7, 8. Designed to help students learn math in a way, Amplify Desmos Math uses a student-centered approach to instruction, which has been proven to significantly increase math learning.

In every lesson, Amplify Desmos Math poses engaging and relevant problems to solve, giving students daily opportunities to think critically, work collaboratively, and actively participate in their own learning.

Amplify Desmos Math was built upon the highly rated Illustrative Mathematics curricula: IM K-12 Math™️, which earned an all-green score on EdReports.

About student-centered math instruction

Student-centered instruction may look different from the way students have learned math for decades, and maybe even the way you learned math. Instead of memorizing formulas and tricks, student-centered learning focuses on giving student opportunities to figure out how math works. Plus, research shows that students and teachers alike prefer this method, and teachers report that student-centered instruction has helped their students learn more math.

This way of learning helps students:

  • Understand how math concepts work.
  • Remember what they learn in class and apply their knowledge to new situations.
  • Perform better on standardized tests and have more growth in their grades than their peers who learn through other methods.
  • Learn to communicate in writing and verbally, understand and challenge the opinions of others, and build confidence in solving new problems.
  • Develop key skills for success in college and the workplace, like using technology, completing projects independently and with others, and persevering through difficult problems.

What materials do students use?

Amplify Desmos Math supports blended learning with supportive print materials and a unique digital experience. In addition to a consumable Student Edition, students are invited to use our interactive online platform to solve open-ended tasks and challenging problems.

Here are some key highlights of the digital platform:

  • Digital activities that allow students to explore and make sense of math
  • Digital calculator and virtual manipulatives that support students of all levels
  • Immediate feedback that guides students in understanding challenging concepts
  • Ability to access instructional materials in English or Spanish

With access to their own special online dashboard, teachers can monitor students’ work in real time, making sure they get the exact support that they need at every part of the lesson.

What does a lesson look like?

Students in an Amplify Desmos Math classroom can be seen (and heard!) — asking questions, debating answers, justifying their thinking, grappling with problems, and working together and independently.

In class, your student will spend their time working on challenging problems while the teacher acts as a guide, highlighting different strategies for solving problems and helping students to understand the reasoning behind the math they do in class. Your student will be pushed to think more deeply about the math in their class as the teacher and other students question them on why their ideas make sense. Research has proven that this method helps students become better problem solvers, critical thinkers, and have a stronger conceptual understanding of what they are learning.

Here’s what a typical Amplify Desmos Math lesson includes:

  • Warm-up: A short, attention-getting problem to get students interested in the lesson
  • Activities: 1-3 mini-activities that challenge students’ problem-solving skills
  • Synthesis: Discussion to review and bring together the important concepts from the lesson
  • Exit Ticket and Reflection: Questions for students to show what they know from the lesson
  • Practice: Additional problems your student’s teacher may assign for classwork or homework

How can families support math learning at home?

Find the math in everyday life

Relate math to daily activities at home, whether it be baking, grocery shopping, or planning for a road trip. Your student can help you figure out the price of an item after a coupon, cut a recipe in half, or figure out how much gas you’ll need to make it to your destination. Encourage your student to point out ways that your family uses math in your daily tasks.

Review practice problems together

Your student’s teacher may assign practice problems at the end of each lesson for classwork or homework. Ask your student to walk you through how they solved each problem, or talk about any parts that were challenging for them.

Remember getting stuck is okay

Emphasize that getting stuck is part of the process and a necessary part of learning. Many students (and adults!) fear making mistakes, however, research shows that making mistakes helps your brain grow more. When your student gets stuck on a problem, encourage them to try different strategies, even if they are not sure if they are right.

Use our Unit Summaries for Families

We’ve created a Family Resource for every unit of the program that provides a summary of key concepts plus examples for how to work through problems.

Within each of the grade-level links below, you’ll find a Family Resource document for each unit, in both English and Spanish.

Unit 1: Area and Surface Area

Unit 2: Introducing Ratios

Unit 3: Rates and Percentages

Unit 4: Dividing Fractions

Unit 5: Arithmetic in Base Ten

Unit 6: Expressions and Equations

Unit 7: Rational Numbers

Unit 8: Data Sets and Distributions

Unit 1: Scale Drawings

Unit 2: Introducing Proportional Relationships

Unit 3: Measuring Circles

Unit 4: Percentages

Unit 5: Rational Number Arithmetic

Unit 6: Expressions, Equations, and Inequalities

Unit 7: Angles, Triangles, and Prisms

Unit 8: Probability and Sampling

Unit 1: Rigid Transformations and Congruence

Unit 2: Dilations and Similarity

Unit 3: Linear Relationships

Unit 4: Linear Equations and Systems of Linear Equations

Unit 5: Functions and Volume

Unit 6: Exponents and Scientific Notation

Unit 7: Irrationals and the Pythagorean Theorem

Unit 8: Associations in Data

Note: The below links are for our Volume 2 units, which most students are working in currently. Additional units will be coming soon!

Unit 1: Coming Soon!

Unit 2: Coming Soon!

Unit 3: Fractions and Decimals

Unit 4: Expressions and Equations

Unit 5: Proportional Relationships

Unit 6: Percentages

Unit 7: Positive and Negative Numbers

Unit 8: Describe Data

Note: The below links are for our Volume 2 units, which most students are working in currently. Additional units will be coming soon!

Unit 1: Coming Soon!

Unit 2: Coming Soon!

Unit 3: Coming Soon!

Unit 4: Linear Relationships and Systems of Linear Equations

Unit 5: Functions

Unit 6: Associations in Data

Unit 7: Volume and Surface Area

Unit 8: Exponent and Scientific Notation

Unit 9: Pythagorean Theorem and Irrational Numbers 

Listen to our podcast

Our Math Teacher Lounge is a biweekly podcast created specifically for K–12 math teachers. In each episode, co-hosts Bethany Lockhart Johnson (@lockhartedu) and Dan Meyer (@ddmeyer) chat with expert guests, taking a deep dive into the math and educational topics.

From time-to-time, the topic of an episode is perfect for families. For example, the episode below features Dr. Marjorie Schaeffer. She discusses what causes math anxiety, math hacks, and how the right math technology can make an incredible impact in children and family members who struggle with math anxiety.

Listen today and don’t forget to grab your MTL study guide to track your learning and make the most of this episode!

Download Transcript

How do families access the program at home?

Your student will have access to all learning, practice, and assessment materials through the Amplify platform. Students can access the digital curriculum in school and at home by following these simple instructions.

  • Click the Amplify Desmos Math button.
  • Select Log in with Amplify.
  • Enter this username and password provided by your student’s teacher.
  • Select the desired grade level.
Login to Amplify Desmos Math

Amplify customer support hub

Quickly find support for every step of your journey, whether you’re new to our programs or a long-time partner. Our support hub offers personalized, responsive assistance to drive strong implementation and boost student outcomes.

Visit Help Center

Round-the-clock help resources

Access comprehensive support anytime, anywhere with our 24/7 Help Center. Find articles, answers, and quick links with ease in this collection of resources.

For system status updates, click on Amplify System Status.

Screenshot of the Amplify Help Center homepage, featuring a search bar, program links on the left, article categories in the center, and quick links on the right for easy access to customer support.

Need immediate assistance?

Whether you have a free account or your district has purchased an Amplify program, we’re here to help.

Minimalist illustration of an open laptop with an orange abstract shape on the screen and an orange squiggle above the keyboard, symbolizing customer support and enhanced student outcomes.

Request Support.

Free account users and customers can open a case for assistance.

Submit a support request

Full program customer support

Phone support

Speak directly with our knowledgeable agents.

Call: +1 (800) 823-1969 

Hours:
Monday through Friday
7 a.m. — 7 p.m. ET

Live chat

Connect instantly inside your program(s).

Log in at learning.amplify.com and click the chat button in the bottom right corner.

Continuous support along your journey

Personalized assistance

Our team helps with purchasing, order fulfillment, enrollment, and more.

Orange flowchart with stages of a project: purchase, customer support outreach, pd and materials, digital setup, launch, continued outreach, and ongoing support from cs partners.
Illustration of a white clipboard with an orange sheet displaying three wavy horizontal lines, set against a transparent background.

From purchase to implementation

Collaborate with our sales team to explore programs tailored to your unique needs.

Connect with a product expert

An orange gear icon with eight teeth, symbolizing student outcomes, is centered inside a white circle on a black background.

Smooth ordering and payment

Enjoy seamless purchasing with our dedicated team. For quick help, visit our payment support site or contact your account executive.

VISIT PAYMENT SUPPORT

Illustration of a document with a dollar sign and check mark, overlapping a SIM card, symbolizing secure mobile payment or digital financial transaction with added support for customer questions.

Ongoing success and growth

After processing your purchase, our specialized teams guide you through onboarding, professional development, materials delivery, digital setup, and implementation launch.

Discover the tools to transform teaching.

Continued learning and growth

Learn with us:
Join our free online webinars and events to explore thought leadership and gain insights. Stay informed about the latest in education.

Elevate your practice:​​
Explore paid professional development to enhance your skills and integrate our programs effectively. Our resources are tailored to support your success.

Your voice matters!

A laptop and a smartphone display an orange screen with the word "Amplify." in white text, highlighting tools that enhance student outcomes.

Join our lively Facebook communities to connect with fellow educators, share insights, and be part of a network advocating for student success and innovative education.

Amplify Desmos Math California

Welcome, Algebra 1 Reviewers!

We’re honored to introduce you to Amplify Desmos Math California. We’re confident you’ll find this comprehensive program to be a powerful tool for bringing the vision of the California Math Framework to life in classrooms across the state.

Please start with the video on the right to learn how to navigate the program and access key features referenced within our submission. Below you’ll find additional resources to support your review.

Your Review Samples

As a curriculum that incorporates both print and digital resources, it’s important that you explore both our physical materials (delivered to you in grade-specific tubs) and our digital materials (accessible through our platform). We invite you to explore both types of resources using the instructions and tips below.

Print Samples

Your print samples should have arrived in grade-specific tubs with a copy of your Reviewer Binder contained within the Algebra 1 shipping box. As you begin the process of organizing your materials, please refer to the inventory checklist found inside the tub as well as within your Reviewer Binder.

Digital Samples

In order to access your digital samples, you’ll need to log into our platform using your unique login credentials found on a Digital Access Flyer inside of your Reviewer Binder. Once you have located the flyer:

  • Click the orange button below to access the platform.
  • Click “Log in with Amplify.”
  • Enter the username and password provided on your Digital Access Flyer.
Digital Access

Navigation Tips

Below you will find helpful tips for navigating Amplify Desmos Math California. We recommend reading these pages alongside the program’s print materials and digital experience to gain a deeper understanding of the program. 

Click the links below to read about navigating program features including:

Built for California

The Amplify Desmos Math California program is designed around the vision articulated in the California Mathematics Framework to enable all California students to become powerful users of mathematics. Our program incorporates the latest research in student learning, meaning that we:

  • Focus on the Big Ideas: Amplify Desmos Math California’s courses, units, and lessons are centered around the Big Ideas. Big Ideas, like standards, are not considered in isolation. In addition to each unit and lesson’s focal Big Ideas, Amplify Desmos Math California also provides connections among the Big Ideas across units and lessons.
  • Center on open and engaging tasks: Amplify Desmos Math California is grounded in engaging tasks meant to address students’ often-asked question: “Why am I learning this?”  Students are invited into learning with low-floor, high-ceiling tasks that provide an entry point for all. Open tasks in Amplify Desmos Math California provide the space for students to try on multiple strategies and represent their thinking in different ways, and allow student explanation and discussion to serve as the center of the classroom. All lessons offer both print and digital representations of lessons.
  • Provide enhanced digital experiences: Amplify Desmos Math California includes digitally-enhanced lesson activities, incorporating interactive digital tools alongside print materials. These purposefully-placed resources allow students to visualize mathematical concepts, receive actionable feedback while practicing, encounter personalized learning support from an onscreen tutor, and engage in discussions about their thinking and approaches.
  • Treat core instruction and differentiation as integral partners: The Amplify Desmos Math California curriculum provides teachers with lessons, strategies, and resources to eliminate barriers and increase access to grade-level content without reducing the mathematical demand of tasks. Every activity has multiple entry points to ensure that all students are supported and challenged. Intervention and personalized learning activities are directly connected to lesson content and offer students the individualized support as they dive into the mathematics.

Category 1: Mathematics Content/Alignment with the Standards

Standards Map

Linked here is the Standards Map for Amplify Desmos Math California for Algebra 1.

Evaluation Criteria Map

Linked here is the Evaluation Criteria Map Algebra 1. Please note that you will need to be logged into the digital platform to access the links in the Evaluation Criteria Map.

Standards for Mathematical Practice

Linked here is the alignment of Amplify Desmos Math California to the Standards for Mathematical Practice at Algebra 1.

Drivers of Investigation and Content Connections

Amplify Desmos Math California incorporates the Drivers of Investigation (DIs) and Content Connection (CCs) throughout the program. Throughout the year, students engage with open and authentic tasks of varying durations — from lesson activities to unit-level Explore lessons and longer course-level Investigations. Every lesson and investigation opportunity is grounded around the why, how, and what of the learning experience, and helps teachers bring mathematical concepts to life.

A three-column chart details: Drivers of Investigation, Standards for Mathematical Practice, and Content Connections, each with their respective codes and brief descriptions.

California English Language Development Standards

Linked here is the alignment of Amplify Desmos Math California to the California English Language Development Standards for Algebra 1.

California Environmental Principles and Concepts

Select lessons, performance tasks, and investigations across grade levels in Amplify Desmos Math California are aligned to one or more of the California Environmental Principles and Concepts. Click this link to view how the California Environmental Principles and Concepts are represented in Amplify Desmos Math California Algebra 1.

Category 2: Program Organization

Amplify Desmos Math California thoughtfully combines conceptual understanding, procedural fluency, and application. Each lesson is designed to tell a story by posing problems that invite a variety of approaches before guiding students to synthesize their understanding of the learning goals.

Big Ideas

Amplify Desmos Math California’s courses, units, and lessons are centered around the Big Ideas. Big Ideas, like standards, are not considered in isolation. In addition to each unit and lesson’s focal Big Ideas, Amplify Desmos Math California also provides connections among the Big Ideas across units and lessons. Please refer to Keeping the Big Ideas at the Center, linked here, for the Amplify Desmos Math California Algebra 1 lesson design and alignment to the Big Ideas.

Program Structure

Amplify Desmos Math California combines the best of problem-based lessons, intervention, personalized practice, and assessments into a coherent and engaging experience for both students and teachers.

A diagram showing three stages: Core instruction, Integrated personalized learning, and Embedded intervention, under Screening and progress monitoring with daily tiered support.

Lessons and units in Amplify Desmos Math California are designed around a Proficiency Progression, a model that steps out problem-based learning by systematically building students’ curiosity into lasting grade-level understanding.

Five steps for learning: 1. Activate prior knowledge, 2. Collaborate, 3. Refine ideas, 4. Guide to understanding, 5. Practice and extend for lasting understanding.

In the Proficiency Progression, lessons begin by activating students’ natural curiosity and offering opportunities to generate new ideas through collaboration. Teachers are then able to refine ideas through intentional facilitation and guide students to grade-level understanding, while students retain the ability to use different strategies and methods to show their comprehension of the content. Students are provided ample opportunities to develop lasting understanding.

Scope and Sequence

Below you can view the scope and sequence for Amplify Desmos Math California Algebra 1. 

A chart showing Algebra 1 units across two volumes, detailing instructional days, assessment days, and optional days for each unit, totaling 180 days plus 40 optional days.

Lesson Design and Structure

A four-part diagram shows: Warm-Up, Activities with a graph of student ideas to grade-level understanding, Synthesis with notes, and Practice and differentiation with students building a structure.

Amplify Desmos Math California is designed with a structured approach to problem-based learning that systematically builds on students’ curiosity and allows students to grapple with the Big Ideas of the California Framework. Every lesson activity is organized into a Launch, Monitor, Connect format.

Launch: The launch is a short, whole-class conversation that creates a need or excitement, provides clarity, or helps students connect their prior knowledge or personal experience, which ensures that everyone has access to the upcoming work.  

Monitor: As students work individually, in pairs, or in groups, teachers explore student thinking, ask questions, and provide support to help move the conversations closer to the intended math learning goal. 

Connect: Teachers connect students’ ideas to the key learning goals of the lesson, facilitating class discussions that help synthesize and solidify the Big Ideas.  

Each lesson within Amplify Desmos Math California follows the same structure. 

Warm-Up: Every Amplify Desmos Math California lesson begins with a whole class Warm-Up. Warm-Ups are an invitational Instructional Routine intended to provide a social moment at the start of the lesson in which every student has an opportunity to contribute. Warm-Ups may build fluency or highlight a strategy that may be helpful in the current lesson or act as an invitation into the math of the lesson.

Lesson Activities: Each lesson includes one or two activities. These activities are the heart of each lesson. Students notice, wonder, explore, calculate, predict, measure, explain their thinking, use math to settle disputes, create challenges for their classmates, and more. Guidance is provided to help teachers launch, monitor, and connect student thinking over the course of the activity.

Synthesis and Show What You Know: The Synthesis is an opportunity for the teacher and students to pull all the learning of the lesson together into a lesson takeaway. Students engage in a facilitated discussion to consolidate and refine their ideas about the learning goals, and the teacher synthesizes students’ learning. Show What You Know is a daily assessment opportunity for students to show what they know about the learning goals and what they are still learning.

Practice and Differentiation: Daily practice problems for the day’s lesson are included both online and in the print Student Edition, including fluency, test practice, and spiral review.

Flowchart showing classroom activity timing: Warm-Up (5 min), Lesson Activities (30 min), Synthesis and Show What You Know (10 min), Practice and Differentiation (time varies).

Routines

Amplify Desmos Math California features a variety of lesson routines. Instructional routines and Math Language Routines (MLRs) are used within lessons to highlight student-developed language and ideas, cultivate conversation, support mathematical sense-making, and promote meta-cognition. Both are called out at point-of-use within the Teacher Edition and Teacher Presentation Screens. Below are the types of routines used throughout the Amplify Desmos Math California curriculum:

Math Language Routines

  • MLR1: Stronger and Clearer Each Time
  • MLR2: Collect and Display
  • MLR3: Critique, Correct, Clarify
  • MLR5: Co-Craft Questions
  • MLR6: Three Reads
  • MLR7: Compare and Connect
  • MLR 8: Discussion Supports

Instructional Routines 

  • Decide and Defend
  • Notice and Wonder
  • Number Talk
  • Tell a Story
  • Think-Pair-Share
  • Which One Doesn’t Belong?

Category 3: Assessments

A variety of performance data in Amplify Desmos Math California provides evidence of student learning, while helping students bolster their skills and understanding.

Unit-Level Assessment

Amplify Desmos Math California has embedded unit assessments that offer key insights into students’ conceptual understanding of math. These assessments provide regular, actionable information about how students are thinking about and processing math, with both auto-scoring and in-depth rubrics that help teachers anticipate and respond to students’ learning needs.

Pre-Unit Check: Each unit begins with a formative assessment designed to identify the student skills that will be particularly relevant to the upcoming unit. This check is agnostic to the standards covered in the following unit and serves not as a deficit-based acknowledgment of what students do not know, but rather as an affirmation of the knowledge and skills with which students come in.

End-of-Unit Assessment: Students engage with rigorous grade-level mathematics through a variety of formats and tasks in the summative End-of-Unit Assessment. A combination of auto-scored (when completed digitally) and rubric-scored items provides deep insights into student thinking. All Amplify Desmos Math California End-of-Unit Assessments include two forms.

Sub-Unit Quizzes: Sub-Unit Quizzes are formative assessments embedded regularly in Algebra 1. In these checks, students are assessed on a subset of conceptual understandings from the unit, with rubrics that help illuminate students’ current understanding and provide guidance for responding to student thinking.

Performance Tasks: At the end of each unit there is a summative assessment performance task provided to evaluate students’ proficiency with the concepts and skills addressed in the unit. 

Lesson-Level Assessments

Amplify Desmos Math California lessons include daily moments of assessment to provide valuable evidence of learning for both the teacher and student. Beyond formative, summative, and benchmark assessments, students also have opportunities for self-reflection with Watch Your Knowledge Grow. Students take ownership of their learning by reflecting and tracking their progress before and after each unit.

Show What You Know: Each lesson has a daily formative assessment focused on one of the key concepts in the lesson. Show What You Know moments are carefully designed to minimize completion time for students while maximizing daily teacher insights to attend to student needs during the following class. 

Responsive Feedback™: Teachers have the ability to see and provide in-the-moment feedback as students progress through a digital lesson. Responsive Feedback motivates students and engages them in the learning process.

Diagnostic Assessment

Every grade level features an asset-based diagnostic assessment designed to be administered at the beginning of the year.  Delivered digitally and to the whole class, our diagnostic assessment is uniquely designed to reveal underlying math thinking and identify what students know about grade-level math. With data beyond just right and wrong, teachers have the type of deeper level of insights need to take the right next step.

CAASPP-Aligned Assessment Preparation

Amplify Desmos Math is designed to support students’ mathematical development through problem-based learning, differentiation, and embedded assessments. The program’s emphasis on conceptual understanding, procedural fluency, and application aligns with the mathematical practices and content standards assessed by the CAASPP.

Amplify Desmos Math California includes a CAASPP-aligned Item Bank. This standards-aligned bank of questions allows teachers to filter and search by grade and standard to find items. Once assigned on the digital platform, students will experience CAASPP-like practice with the online digital tools.

Data and Reporting

Amplify Desmos Math California provides teachers and administrators with unified reporting and insights so that educators have visibility into what students know about grade-level math—and can plan instruction accordingly for the whole class, small groups, and individual students. Reporting functionality integrates unit assessments, lesson assessments, diagnostic data and progress monitoring for a comprehensive look at student learning. Program reports show proficiency and growth by domain, cluster, standard, and priority concept using performance data from unit assessments, then highlight areas of potential student need to allow teachers to modify their instruction and target differentiated support.

Administrator reporting provides a complete picture of student, class, and district performance, allowing administrators to implement instructional and intervention plans.

Category 4: Access and Equity

The Amplify Desmos Math California curriculum provides teachers with lessons, strategies, and resources to eliminate barriers and increase access to grade-level content without reducing the mathematical demand of tasks. Our lessons are developed using the Universal Design for Learning (UDL) framework to proactively ensure that all learners can access and participate in meaningful, challenging learning opportunities.

Every activity has multiple entry points to ensure that all students are supported and challenged. Intervention and personalized learning activities are directly connected to the day’s content and offer students the individualized supports they need to be successful.

Each lesson and unit contains guidance for teachers on how to identify students who may need support, students who need to keep strengthening their understanding, and students who may be ready to stretch their learning. In addition, teachers are provided with recommendations for resources to use with each group of students.

Universal Design for Learning

Each lesson in the program incorporates opportunities for engagement, representation, action, and expression based on the guidelines of Universal Design for Learning (UDL).

  • Multiple Means of Engagement: Students engage in both print and digital learning, and are regularly participating in discussions and hands-on activities. Students are invited to build their own challenge for other students to solve, which provides opportunities for choice and autonomy, as well as joy and play.
  • Multiple Means of Representation: Students are encouraged to demonstrate their learning using mathematical representations, both print and digital, and regularly engage with their peers in analyzing multiple possible solutions. Classes engage in open-ended discussions about what individual students notice and wonder about mathematical concepts.
  • Multiple Means of Action and Expression: Learners differ in how they navigate learning environments and express what they know. Students can communicate their ideas in multiple ways, including in print, sketching, uploading photos, or recording an audio response.

Accessibility

Lesson facilitation supports

Every lesson includes at least one specific suggestion the teacher can use to increase access to the lesson without reducing the mathematical demand of the tasks. These suggestions address the following areas:

  • Conceptual Processing
  • Visual-Spatial Processing
  • Executive Functioning
  • Memory and Attention
  • Fine Motor Skills

Accessibility tools

Students have the ability to control accessibility tools so that each learning experience is customized to their individual needs. In many instances, these tools can be turned on or off at any point of instruction.

  • Text to speech: Reads text instructions to students in multiple languages
  • Enlarged font: Increases the size of all text on screen
  • Braille mode: Includes narration of digital interactions
  • Language selection: Toggles between languages

Differentiation: In-Lesson Teacher Moves

Within every lesson activity, teachers can use the suggestions in the Differentiation Teacher Moves table to provide in-the-moment instructional support while students are engaged in the work of the lesson. This table can help teachers anticipate the ways students may approach the activity, and provides prompts that they can use during the lesson to Support, Strengthen, and Stretch individual students in their thinking. Teachers are provided with clear student actions and understanding to look for, each matched with immediately usable suggestions for how to respond to the student thinking illustrated in each row of the table. In addition to using these suggestions in the moment as teachers monitor student work, teachers can review the Differentiation table in advance to help them anticipate how students are likely to approach the activity.

A chart outlines three differentiation strategies—Support, Strengthen, and Stretch—with specific actions for each. A Math Language Development box is shown at the bottom.

Differentiation: Beyond the Lesson

Teachers are provided with recommendations for resources to use with each group of students needing support, strengthening, and stretching after each lesson. Support, Strengthen, and Stretch resources include:

  • Mini-Lessons: 15-minute, small-group direct instruction lessons targeted to a specific concept or skill
  • Item Banks: Space for teachers to create practice and assessments by using filters and searching for standards, summative-style items, and more
  • Fluency Practice: Adaptive, personalized practice built out for basic operations and more
  • Extensions: Lesson-embedded Teacher Moves including possible stretch questions and activities for students
  • Lesson Practice: Additional practice problems support every lesson
  • Math Adventures: Strategy-based math games where students engage with math concepts and practice skills in a fun digital environment
  • Lesson Summary Support: Support for students and caregivers that provides efficient explanation of the learning goal with clear examples

Math Identity and Community

The Math Identity and Community feature supports teachers in helping students build confidence in their own mathematical thinking, develop skills to work with and learn from others when doing math, and learn how math is an interwoven part of their broader community. The embedded prompts throughout the lessons are designed to highlight what it means to be good at math, the value of sharing ideas, and the power of flexible and creating thinking. Here are some examples of the Math Identity and Community supports embedded in each lesson:

  • I can be all of me in math class. You will work with partners every day in math class. What do you want your partners to know about you? 
  • We are a math community. What does good listening look like and sound like in a math community? 
  • I am a doer of math. What math strengths did you use today?

Math Language Development

Every lesson in Amplify Desmos Math California includes opportunities for all students to develop mathematical language as they experience the content. Amplify Desmos Math California purposefully progresses language development from lesson to lesson and across units by supporting students in making their arguments and explanations stronger, clearer, and more precise. This systematic approach to the development of math language can be broken down into the following four categories of support:

  • Vocabulary: Units and lessons start by surfacing students’ language for new concepts, then building connections between their language and the new vocabulary for that unit. This honors the language assets that students bring into their learning.
  • Language Goals: Language goals attend to the mathematics students are learning, and are written through the lens of one or more of four language modalities: reading, writing, speaking, and listening.
  • Math Language Routines: Math Language Routines are used within lessons to highlight student-developed language and ideas, cultivate conversation, support mathematical sense-making, and promote meta-cognition.
  • Multilingual/English Learner Supports: Supports for multilingual/English learners (ML/ELs) are called out at intentional points within each lesson. These specific, targeted suggestions support ML/ELs with modifications that increase access to a task, or through development of contextual or mathematical language (both of which can be supportive of all learners). 

Multilingual and English Learner Supports

Partnership with English Learner Success Forum

Amplify partnered with the English Learner Success Forum (ELSF), a national nonprofit organization that advocates for high-quality instructional materials that are inclusive of multilingual learners. ELSF reviewed Amplify Desmos Math California, and provided directional guidance and feedback to ensure that the program reflects their research-based instructional strategies for multilingual/English learners.

Math Language Development Resource

Our Math Language Development Resources book contains lesson-specific strategies and activities for all levels of English Learners (i.e., Emerging, Expanding, Bridging). With support for every lesson, teachers are empowered to help all students, regardless of their language skills, to participate fully, grasp the material, and excel in their mathematical journey.

Multilingual glossary

Amplify Desmos Math California includes a digital glossary for languages other than Spanish. Translations will be provided for up to nine languages.

Spanish version

Amplify Desmos Math California will include Spanish student-facing materials beginning in the 2026–27 school year.

Category 5: Instructional Planning and Support

Amplify Desmos Math California includes a variety of embedded instructional supports to empower teachers to lead effectively and gain actionable insights into student growth and progress. Teachers are equipped with a comprehensive set of resources designed to fulfill the requirements of Category 5.

Grade-level concepts

Within the Teacher Edition front matter:

  • Scope and sequence
  • Big Ideas, Drivers of Investigation, and Content Connections
  • Grade level standards
  • Standards for Mathematical Practice
  • English Language Development Standards
  • Environmental Principals and Concepts

Within each Unit and Sub-Unit Overview:

  • Big Ideas, Drivers of Investigation, and Content Connections
  • Math that Matters Most
  • Grade level standards
  • Standards for Mathematical Practice
  • English Language Development Standards
  • Environmental Principals and Concepts

Within each Lesson:

  • Big Ideas, Drivers of Investigation, and Content Connections
  • Grade level standards
  • Standards for Mathematical Practice
  • English Language Development Standards
  • Environmental Principals and Concepts

How to implement the program

At the course level (within the Teacher Edition front matter):

  • Navigating the Program (both print and digital)
  • Facilitating Lesson Activities with Launch, Monitor and Connect
  • Overview of the Digital Facilitation Tools

At the lesson level:

  • Suggestions for timing
  • What materials to prep
  • How to organize and group students 
  • Key lesson takeaways with the Synthesis
  • Recommendations for Differentiation
  • Strategies for intervention and extensions (in the Intervention, Extensions, and Investigation Resources book)

At the activity level:

  • Differentiation recommendations
  • Accessibility tips
  • ML / EL tips
  • Teacher look-fors
  • Recommended Teacher Moves
  • Prompts for guiding student thinking 
  • Sample student responses

Development of Math Language

A variety of language development supports are provided within the Student and Teacher Editions and Math Language Development Resources book. 

At the lesson level:

  • Diagrams and visuals
  • Sentence frames and word banks
  • Graphic organizers, including Frayer models
  • Vocabulary routines
  • Embedded language supports aligned to the CA ELDs
  • Lesson-specific strategies for Emerging, Expanding, and Bridging

At the unit level: 

  • Words With Multiple Meanings
  • Contextual vocabulary

At the course level:

  • English/Spanish cognates
  • Multilingual Glossary 

Other Curriculum Guidance

  • Additional Practice Resources book
  • Assessment Resources book 
  • Assess and Respond guidance paired with each assessment opportunity
  • Show-What-You-Know activities
  • Answer keys and rubrics 
  • Performance tasks

Amplify Desmos Math California

Welcome, Math 1 Reviewers!

We’re honored to introduce you to Amplify Desmos Math California. We’re confident you’ll find this comprehensive program to be a powerful tool for bringing the vision of the California Math Framework to life in classrooms across the state.

Please start with the video on the right to learn how to navigate the program and access key features referenced within our submission. Below you’ll find additional resources to support your review.

Your Review Samples

As a curriculum that incorporates both print and digital resources, it’s important that you explore both our physical materials (delivered to you in grade-specific tubs) and our digital materials (accessible through our platform). We invite you to explore both types of resources using the instructions and tips below.

Print Samples

Your print samples should have arrived in grade-specific tubs with a copy of your Reviewer Binder contained within the Math 1 shipping box. As you begin the process of organizing your materials, please refer to the inventory checklist found inside the tub as well as within your Reviewer Binder.

Digital Samples

  • In order to access your digital samples, you’ll need to log into our platform using your unique login credentials found on a Digital Access Flyer inside of your Reviewer Binder. Once you have located the flyer:
    • Click the orange button below to access the platform.
    • Click “Log in with Amplify.”
    • Enter the username and password provided on your Digital Access Flyer.
Digital Access

Navigation Tips

Below you will find helpful tips for navigating Amplify Desmos Math California. We recommend reading these pages alongside the program’s print materials and digital experience to gain a deeper understanding of the program. 

Click the links below to read about navigating program features including:

Built for California

The Amplify Desmos Math California program is designed around the vision articulated in the California Mathematics Framework to enable all California students to become powerful users of mathematics. Our program incorporates the latest research in student learning, meaning that we:

  • Focus on the Big Ideas: Amplify Desmos Math California’s courses, units, and lessons are centered around the Big Ideas. Big Ideas, like standards, are not considered in isolation. In addition to each unit and lesson’s focal Big Ideas, Amplify Desmos Math California also provides connections among the Big Ideas across units and lessons.
  • Center on open and engaging tasks: Amplify Desmos Math California is grounded in engaging tasks meant to address students’ often-asked question: “Why am I learning this?”  Students are invited into learning with low-floor, high-ceiling tasks that provide an entry point for all. Open tasks in Amplify Desmos Math California provide the space for students to try on multiple strategies and represent their thinking in different ways, and allow student explanation and discussion to serve as the center of the classroom. All lessons offer both print and digital representations of lessons.
  • Provide enhanced digital experiences: Amplify Desmos Math California includes digitally-enhanced lesson activities, incorporating interactive digital tools alongside print materials. These purposefully-placed resources allow students to visualize mathematical concepts, receive actionable feedback while practicing, encounter personalized learning support from an onscreen tutor, and engage in discussions about their thinking and approaches.
  • Treat core instruction and differentiation as integral partners: The Amplify Desmos Math California curriculum provides teachers with lessons, strategies, and resources to eliminate barriers and increase access to grade-level content without reducing the mathematical demand of tasks. Every activity has multiple entry points to ensure that all students are supported and challenged. Intervention and personalized learning activities are directly connected to lesson content and offer students the individualized support as they dive into the mathematics.

Category 1: Mathematics Content/Alignment with the Standards

Standards Map

Linked here is the Standards Map for Amplify for Math 1.

Evaluation Criteria Map

Linked here is the Evaluation Criteria Map for Math 1. Please note that you will need to be logged into the digital platform to access the links in the Evaluation Criteria Map.

Standards of Mathematical Practice

Linked here is the alignment of Amplify Desmos Math California to the Standards for Mathematical Practice at Math 1.

Drivers of Investigation and Content Connections

Amplify Desmos Math California incorporates the Drivers of Investigation (DIs) and Content Connection (CCs) throughout the program. Throughout the year, students engage with open and authentic tasks of varying durations — from lesson activities to unit-level Explore lessons and longer course-level Investigations. Every lesson and investigation opportunity is grounded around the why, how, and what of the learning experience, and helps teachers bring mathematical concepts to life. 

A chart with three columns: Drivers of Investigation, Standards for Mathematical Practice, and Content Connections. Each column lists related activities and skills.

California English Language Development Standards

Linked here is the alignment of Amplify Desmos Math California to the California English Language Development Standards for Math 1.

California Environmental Principles and Concepts

Select lessons, performance tasks, and investigations across grade levels in Amplify Desmos Math California are aligned to one or more of the California Environmental Principles and Concepts. Click this link to view how the California Environmental Principles and Concepts are represented in Amplify Desmos Math California Math 1.

Category 2: Program Organization

Amplify Desmos Math California thoughtfully combines conceptual understanding, procedural fluency, and application. Each lesson is designed to tell a story by posing problems that invite a variety of approaches before guiding students to synthesize their understanding of the learning goals.

Big Ideas

Amplify Desmos Math California’s courses, units, and lessons are centered around the Big Ideas. Big Ideas, like standards, are not considered in isolation. In addition to each unit and lesson’s focal Big Ideas, Amplify Desmos Math California also provides connections among the Big Ideas across units and lessons. Please refer to Keeping the Big Ideas at the Center, linked here, for the Amplify Desmos Math California Math 1 lesson design and alignment to the Big Ideas.

Program Structure

Amplify Desmos Math combines the best of problem-based lessons, intervention, personalized practice, and assessments into a coherent and engaging experience for both students and teachers.

A flowchart diagram showing "Screening and progress monitoring" linked to three phases: Core instruction, Integrated personalized learning, and Embedded Intervention, with daily support noted.

Lessons and units in Amplify Desmos Math California are designed around a Proficiency Progression, a model that steps out problem-based learning by systematically building students’ curiosity into lasting grade-level understanding.

Five steps for learning: 1. Activate prior knowledge, 2. Collaborate, 3. Refine ideas, 4. Guide to understanding, 5. Practice and extend for lasting understanding.

In the Proficiency Progression, lessons begin by activating students’ natural curiosity and offering opportunities to generate new ideas through collaboration. Teachers are then able to refine ideas through intentional facilitation and guide students to grade-level understanding, while students retain the ability to use different strategies and methods to show their comprehension of the content. Students are provided ample opportunities to develop lasting understanding.

Scope and Sequence

Below you can view the scope and sequence for Amplify Desmos Math California Math 1. 

Mathematics I syllabus: Unit 1 to Unit 7 across two volumes, covering various math topics with instructional, assessment, and optional days detailed for each unit.

Lesson Design and Structure

Infographic showing a learning process: Warm-Up, Activities, Synthesis, and Reinforcement. Activities aim to increase student understanding over time.

Amplify Desmos Math California is designed with a structured approach to problem-based learning that systematically builds on students’ curiosity and allows students to grapple with the Big Ideas of the California Framework. Every lesson activity is organized into a Launch, Monitor, Connect format.

Launch: The launch is a short, whole-class conversation that creates a need or excitement, provides clarity, or helps students connect their prior knowledge or personal experience, which ensures that everyone has access to the upcoming work.  

Monitor: As students work individually, in pairs, or in groups, teachers explore student thinking, ask questions, and provide support to help move the conversations closer to the intended math learning goal. 

Connect: Teachers connect students’ ideas to the key learning goals of the lesson, facilitating class discussions that help synthesize and solidify the Big Ideas.  

Each lesson within Amplify Desmos Math California follows the same structure. 

Warm-Up: Every Amplify Desmos Math California lesson begins with a whole class Warm-Up. Warm-Ups are an invitational Instructional Routine intended to provide a social moment at the start of the lesson in which every student has an opportunity to contribute. Warm-Ups may build fluency or highlight a strategy that may be helpful in the current lesson or act as an invitation into the math of the lesson.

Lesson Activities: Each lesson includes one or two activities. These activities are the heart of each lesson. Students notice, wonder, explore, calculate, predict, measure, explain their thinking, use math to settle disputes, create challenges for their classmates, and more. Guidance is provided to help teachers launch, monitor, and connect student thinking over the course of the activity.

Synthesis and Show What You Know: The Synthesis is an opportunity for the teacher and students to pull all the learning of the lesson together into a lesson takeaway. Students engage in a facilitated discussion to consolidate and refine their ideas about the learning goals, and the teacher synthesizes students’ learning. Show What You Know is a daily assessment opportunity for students to show what they know about the learning goals and what they are still learning.

Practice and Differentiation: Daily practice problems for the day’s lesson are included both online and in the print Student Edition, including fluency, test practice, and spiral review.

Flowchart showing classroom activity timing: Warm-Up (5 min), Lesson Activities (30 min), Synthesis and Show What You Know (10 min), Practice and Differentiation (time varies).

Routines

Amplify Desmos Math California features a variety of lesson routines. Instructional routines and Math Language Routines (MLRs) are used within lessons to highlight student-developed language and ideas, cultivate conversation, support mathematical sense-making, and promote meta-cognition. Both are called out at point-of-use within the Teacher Edition and Teacher Presentation Screens. Below are the types of routines used throughout the Amplify Desmos Math California curriculum:

Math Language Routines

  • MLR1: Stronger and Clearer Each Time
  • MLR2: Collect and Display
  • MLR3: Critique, Correct, Clarify
  • MLR5: Co-Craft Questions
  • MLR6: Three Reads
  • MLR7: Compare and Connect
  • MLR 8: Discussion Supports

Instructional Routines 

  • Decide and Defend
  • Notice and Wonder
  • Number Talk
  • Tell a Story
  • Think-Pair-Share
  • Which One Doesn’t Belong?

Category 3: Assessments

A variety of performance data in Amplify Desmos Math California provides evidence of student learning, while helping students bolster their skills and understanding.

Unit-Level Assessment

Amplify Desmos Math California has embedded unit assessments that offer key insights into students’ conceptual understanding of math. These assessments provide regular, actionable information about how students are thinking about and processing math, with both auto-scoring and in-depth rubrics that help teachers anticipate and respond to students’ learning needs.

Pre-Unit Check: Each unit begins with a formative assessment designed to identify the student skills that will be particularly relevant to the upcoming unit. This check is agnostic to the standards covered in the following unit and serves not as a deficit-based acknowledgment of what students do not know, but rather as an affirmation of the knowledge and skills with which students come in.

End-of-Unit Assessment: Students engage with rigorous grade-level mathematics through a variety of formats and tasks in the summative End-of-Unit Assessment. A combination of auto-scored (when completed digitally) and rubric-scored items provides deep insights into student thinking. All Amplify Desmos Math California End-of-Unit Assessments include two forms.

Sub-Unit Quizzes: Sub-Unit Quizzes are formative assessments embedded regularly in Math 1. In these checks, students are assessed on a subset of conceptual understandings from the unit, with rubrics that help illuminate students’ current understanding and provide guidance for responding to student thinking.

Performance Tasks: At the end of each unit there is a summative assessment performance task provided to evaluate students’ proficiency with the concepts and skills addressed in the unit. 

Lesson-Level Assessments

Amplify Desmos Math California lessons include daily moments of assessment to provide valuable evidence of learning for both the teacher and student. Beyond formative, summative, and benchmark assessments, students also have opportunities for self-reflection with Watch Your Knowledge Grow. Students take ownership of their learning by reflecting and tracking their progress before and after each unit.

Show What You Know: Each lesson has a daily formative assessment focused on one of the key concepts in the lesson. Show What You Know moments are carefully designed to minimize completion time for students while maximizing daily teacher insights to attend to student needs during the following class. 

Responsive Feedback™: Teachers have the ability to see and provide in-the-moment feedback as students progress through a digital lesson. Responsive Feedback motivates students and engages them in the learning process.

Diagnostic Assessment

Every grade level features an asset-based diagnostic assessment designed to be administered at the beginning of the year.  Delivered digitally and to the whole class, our diagnostic assessment is uniquely designed to reveal underlying math thinking and identify what students know about grade-level math. With data beyond just right and wrong, teachers have the type of deeper level of insights need to take the right next step.

CAASPP-Aligned Assessment Preparation

Amplify Desmos Math is designed to support students’ mathematical development through problem-based learning, differentiation, and embedded assessments. The program’s emphasis on conceptual understanding, procedural fluency, and application aligns with the mathematical practices and content standards assessed by the CAASPP.

Amplify Desmos Math California includes a CAASPP-aligned Item Bank. This standards-aligned bank of questions allows teachers to filter and search by grade and standard to find items. Once assigned on the digital platform, students will experience CAASPP-like practice with the online digital tools.

Data and Reporting

Amplify Desmos Math California provides teachers and administrators with unified reporting and insights so that educators have visibility into what students know about grade-level math—and can plan instruction accordingly for the whole class, small groups, and individual students. Reporting functionality integrates unit assessments, lesson assessments, diagnostic data, and progress monitoring for a comprehensive look at student learning. Program reports show proficiency and growth by domain, cluster, standard, and priority concept using performance data from unit assessments, then highlight areas of potential student need to allow teachers to modify their instruction and target differentiated support.

Administrator reporting provides a complete picture of student, class, and district performance, allowing administrators to implement instructional and intervention plans.

Category 4: Access and Equity

The Amplify Desmos Math California curriculum provides teachers with lessons, strategies, and resources to eliminate barriers and increase access to grade-level content without reducing the mathematical demand of tasks. Our lessons are developed using the Universal Design for Learning (UDL) framework to proactively ensure that all learners can access and participate in meaningful, challenging learning opportunities.

Every activity has multiple entry points to ensure that all students are supported and challenged. Intervention and personalized learning activities are directly connected to the day’s content and offer students the individualized supports they need to be successful.

Each lesson and unit contains guidance for teachers on how to identify students who may need support, students who need to keep strengthening their understanding, and students who may be ready to stretch their learning. In addition, teachers are provided with recommendations for resources to use with each group of students.

Universal Design for Learning

Each lesson in the program incorporates opportunities for engagement, representation, action, and expression based on the guidelines of Universal Design for Learning (UDL).

  • Multiple Means of Engagement: Students engage in both print and digital learning, and are regularly participating in discussions and hands-on activities. Students are invited to build their own challenge for other students to solve, which provides opportunities for choice and
    autonomy, as well as joy and play.
  • Multiple Means of Representation: Students are encouraged to demonstrate their learning using mathematical representations, both print and digital, and regularly engage with their peers in analyzing multiple possible solutions. Classes engage in open-ended discussions about what individual students notice and wonder about mathematical concepts.
  • Multiple Means of Action and Expression: Learners differ in how they navigate learning environments and express what they know. Students can communicate their ideas in multiple ways, including in print, sketching, uploading photos, or recording an audio response.

Accessibility

Lesson Facilitation Supports

Every lesson includes at least one specific suggestion the teacher can use to increase access to the lesson without reducing the mathematical demand of the tasks. These suggestions address the following areas:

  • Conceptual Processing
  • Visual-Spatial Processing
  • Executive Functioning
  • Memory and Attention
  • Fine Motor Skills

Accessibility Tools

Students have the ability to control accessibility tools so that each learning experience is customized to their individual needs. In many instances, these tools can be turned on or off at any point of instruction.

  • Text to speech: Reads text instructions to students in multiple languages
  • Enlarged font: Increases the size of all text on screen
  • Braille mode: Includes narration of digital interactions
  • Language selection: Toggles between languages

Differentiation: In-Lesson Teacher Moves

Within every lesson activity, teachers can use the suggestions in the Differentiation Teacher Moves table to provide in-the-moment instructional support while students are engaged in the work of the lesson. This table can help teachers anticipate the ways students may approach the activity, and provides prompts that they can use during the lesson to Support, Strengthen, and Stretch individual students in their thinking. Teachers are provided with clear student actions and understanding to look for, each matched with immediately usable suggestions for how to respond to the student thinking illustrated in each row of the table. In addition to using these suggestions in the moment as teachers monitor student work, teachers can review the Differentiation table in advance to help them anticipate how students are likely to approach the activity.

A differentiation guide for Lesson 3 showing strategies for support, strengthen, and stretch, plus a section on math language development resources, all in a structured layout.

Differentiation: Beyond the Lesson

Teachers are provided with recommendations for resources to use with each group of students needing support, strengthening, and stretching after each lesson. Support, Strengthen, and Stretch resources include:

  • Mini-Lessons: 15-minute, small-group direct instruction lessons targeted to a specific concept or skill
  • Item Banks: Space for teachers to create practice and assessments by using filters and searching for standards, summative-style items, and more
  • Fluency Practice: Adaptive, personalized practice built out for basic operations and more
  • Extensions: Lesson-embedded Teacher Moves including possible stretch questions and activities for students
  • Lesson Practice: Additional practice problems support every lesson
  • Math Adventures: Strategy-based math games where students engage with math concepts and practice skills in a fun digital environment
  • Lesson Summary Support: Support for students and caregivers that provides efficient explanation of the learning goal with clear examples

Math Identity and Community

The Math Identity and Community feature supports teachers in helping students build confidence in their own mathematical thinking, develop skills to work with and learn from others when doing math, and learn how math is an interwoven part of their broader community. The embedded prompts throughout the lessons are designed to highlight what it means to be good at math, the value of sharing ideas, and the power of flexible and creating thinking. Here are some examples of the Math Identity and Community supports embedded in each lesson:

  • I can be all of me in math class. You will work with partners every day in math class. What do you want your partners to know about you? 
  • We are a math community. What does good listening look like and sound like in a math community? 
  • I am a doer of math. What math strengths did you use today?

Math Language Development

Every lesson in Amplify Desmos Math California includes opportunities for all students to develop mathematical language as they experience the content. Amplify Desmos Math California purposefully progresses language development from lesson to lesson and across units by supporting students in making their arguments and explanations stronger, clearer, and more precise. This systematic approach to the development of math language can be broken down into the following four categories of support:

  • Vocabulary: Units and lessons start by surfacing students’ language for new concepts, then building connections between their language and the new vocabulary for that unit. This honors the language assets that students bring into their learning.
  • Language Goals: Language goals attend to the mathematics students are learning, and are written through the lens of one or more of four language modalities: reading, writing, speaking, and listening.
  • Math Language Routines: Math Language Routines are used within lessons to highlight student-developed language and ideas, cultivate conversation, support mathematical sense-making, and promote meta-cognition.
  • Multilingual/English Learner Supports: Supports for multilingual/English learners (ML/ELs) are called out at intentional points within each lesson. These specific, targeted suggestions support ML/ELs with modifications that increase access to a task, or through development of contextual or mathematical language (both of which can be supportive of all learners). 

Multilingual and English Learner Supports

Partnership with English Learner Success Forum

Amplify partnered with the English Learner Success Forum (ELSF), a national nonprofit organization that advocates for high-quality instructional materials that are inclusive of multilingual learners. ELSF reviewed Amplify Desmos Math California, and provided directional guidance and feedback to ensure that the program reflects their research-based instructional strategies for multilingual/English learners.

Math Language Development Resource

Our Math Language Development Resources book contains lesson-specific strategies and activities for all levels of English Learners (i.e., Emerging, Expanding, Bridging). With support for every lesson, teachers are empowered to help all students, regardless of their language skills, to participate fully, grasp the material, and excel in their mathematical journey.

Multilingual Glossary

Amplify Desmos Math California includes a digital glossary for languages other than Spanish. Translations will be provided for up to nine languages.

Spanish Version

Amplify Desmos Math California will include Spanish student-facing materials beginning in the 2026–27 school year.

Category 5: Instructional Planning and Support

Amplify Desmos Math California includes a variety of embedded instructional supports to empower teachers to lead effectively and gain actionable insights into student growth and progress. Teachers are equipped with a comprehensive set of resources designed to fulfill the requirements of Category 5.

Grade-level concepts

Within the Teacher Edition front matter:

  • Scope and sequence
  • Big Ideas, Drivers of Investigation, and Content Connections
  • Grade level standards
  • Standards for Mathematical Practice
  • English Language Development Standards
  • Environmental Principals and Concepts

Within each Unit and Sub-Unit Overview:

  • Big Ideas, Drivers of Investigation, and Content Connections
  • Math that Matters Most
  • Grade level standards
  • Standards for Mathematical Practice
  • English Language Development Standards
  • Environmental Principals and Concepts

Within each Lesson:

  • Big Ideas, Drivers of Investigation, and Content Connections
  • Grade level standards
  • Standards for Mathematical Practice
  • English Language Development Standards
  • Environmental Principals and Concepts

How to implement the program

At the course level (within the Teacher Edition front matter):

  • Navigating the Program (both print and digital)
  • Facilitating Lesson Activities with Launch, Monitor and Connect
  • Overview of the Digital Facilitation Tools

At the lesson level:

  • Suggestions for timing
  • What materials to prep
  • How to organize and group students 
  • Key lesson takeaways with the Synthesis
  • Recommendations for Differentiation
  • Strategies for intervention and extensions (in the Intervention, Extensions, and Investigation Resources book)

At the activity level:

  • Differentiation recommendations
  • Accessibility tips
  • ML / EL tips
  • Teacher look-fors
  • Recommended Teacher Moves
  • Prompts for guiding student thinking 
  • Sample student responses

Development of Math Language

A variety of language development supports are provided within the Student and Teacher Editions and Math Language Development Resources book.

At the lesson level:

  • Diagrams and visuals
  • Sentence frames and word banks
  • Graphic organizers, including Frayer models
  • Vocabulary routines
  • Embedded language supports aligned to the CA ELDs
  • Lesson-specific strategies for Emerging, Expanding, and Bridging

At the unit level: 

  • Words With Multiple Meanings
  • Contextual vocabulary

At the course level:

  • English/Spanish cognates
  • Multilingual Glossary

Other Curriculum Guidance

  • Additional Practice Resources book
  • Assessment Resources book 
  • Assess and Respond guidance paired with each assessment opportunity
  • Show-What-You-Know activities
  • Answer keys and rubrics 
  • Performance tasks

Dyslexia and the Science of Reading: Finding kids at risk and helping them read

The Science of Reading is also the science of reading struggles. Research helps us identify kids with challenges or at risk for learning disabilities, and helps us offer effective interventions that will make a difference.

Amplify understands the power of early assessment and early intervention. mCLASS®, built on the Science of Reading, offers an evidence-based solution that can flag reading risk and difficulties associated with dyslexia. Getting students on the right track early is crucial to unlocking the potential of all students to read at their best.

A teacher and a young student sit across from each other at a desk, talking, with a tablet on the table in a classroom setting.

What is dyslexia?

Here’s the definition of dyslexia developed by the International Dyslexia Association (IDA) and adopted by many state education codes: 

“Dyslexia is a specific learning disability characterized by difficulties in word reading and/or spelling that involve accuracy, speed, or both and vary depending on the orthography. These difficulties occur along a continuum of severity and persist even with instruction that is effective for the individual’s peers.”

Learn more
A graphic titled "Dyslexia: Fact vs. Fiction" with a grid of random letters in colored and white squares below the title.

Key signs of dyslexia

Difficulties with phonological processing—such as phonemic awareness and decoding skills—are hallmark characteristics of dyslexia.

Three colored squares display lowercase letters: "a" on an orange square, "c" on a blue square, and "g" on a yellow square—dyslexia-friendly design features each letter clearly arranged in a row with slight tilts.

Key signs also include difficulty with: 

  • Understanding the sounds in words
  • Reading fluently
  • Spelling, rhyming, and sequencing information
  • Finding the right words when speaking

Prevalence of dyslexia

According to the IDA, between 15 and 20 percent of the U.S. population exhibits characteristics of dyslexia. With this in mind, it’s crucial educators have dyslexia resources that help all of their students be successful.

A 3x3 grid of colored squares with the letters c, e, t, a, n, t, b, o, g in a typewriter font, each on a different colored background.

Importance of early identification and early intervention

Research shows that students who struggle to read in third grade are at high risk of continued struggle … and academic failure. And according to the National Assessment of Educational Progress (NAEP), only 33 percent of U.S. fourth graders are proficient in reading. We need to help students with dyslexia,  and we need to start early.

Dyslexia can’t be “cured,” but it can be identified and successfully addressed, starting as early as kindergarten. Students with dyslexia do have the potential to read at grade level when they have access to early intervention, targeted supports, and a structured curriculum. A University of Washington study found that only eight weeks of specialized instruction strengthened students’ neural circuitry—and improved reading performance.

Learn more

Students establish reading trajectories early. Without intervention, readers on a low trajectory tend to stay on that trajectory or fall further behind. Being on grade level by the third grade is widely considered the most important predictor of high school graduation and college and career readiness. (Good, Guba, & Kaminski, 2001; Morgan, Farkas, & Wu, 2011; Shaywitz, Escobar, Shaywitz, Fletcher, & Makuch, 1992).

The later the onset of intervention, the lower the odds that struggling readers will become proficient readers (Torgesen, 2000). Response to intervention (RTI) and Multi-Tiered Systems of Support (MTSS) are built on research in prevention and early intervention and designed to help educators implement strong literacy systems. The screening and progress-monitoring data they provide enable educators to design instruction and intervention that prevent difficulties and close skill gaps for students.

Without early, intensive intervention, struggling readers won’t catch up to their average-performing peers. In fact, the gap between good and poor readers widens over time. (Adams, 1990; Good et al., 2001; National Research Council, 1998; Stanovich, 1986).

What dyslexia looks like

Signs of dyslexia may emerge before children start school, but they become more apparent in the classroom.

Two young students sitting at desks in a classroom, focused on writing in notebooks with pencils. Other students are visible in the background.

They may include the following:

  • Delay in learning tasks such as tying shoes and telling time
  • Difficulty expressing oneself
  • Inattentiveness, distractibility
  • Difficulty with following directions
  • Left-right confusion
  • Difficulty learning alphabet, times tables, song lyrics
  • Difficulty with rhyming
  • Poor playground skills
  • Difficulty learning to read
  • Mixing orders of letters or numbers when writing
  • Reversing letters or numbers
Hear from a student with dyslexia

Dyslexia legislation across the United States

A map of the United States showing states with universal screening laws, dyslexia laws, both, or neither, using different shades of green and gray for each category.

Recent efforts to increase awareness of and protections for those with dyslexia and other reading difficulties have triggered major shifts in state-level educational legislation. According to the National Center on Improving Literacy, 49 states have passed laws addressing dyslexia in public schools. Common themes in the legislation:

  • Increased emphasis on intervention
  • Dyslexia screening procedures
  • Adoption of multi-tiered systems of support (MTSS)
  • The use of explicit instruction
  • Changes to teacher preparation and training
  • Establishing rights for individuals with dyslexia (e.g., creating state task forces to study educational issues/needs)
  • Preventing the use of dyslexia screening requirements to supplant or postpone IDEA or Section 504 eligibility determination process.
Learn more

How does mCLASS help you screen for students at risk?

Amplify’s mCLASS system includes DIBELS® 8th Edition’s teacher-administered one-minute measures and other built-in dyslexia screeners, as well as intervention and robust reports for teachers and administrators. It’s all you need to monitor and support every student in your classroom.

DIBELS 8th Edition logo with University of Oregon College of Education text and a yellow arc above the letters.

The most critical early reading skills—including phonemic awareness, the alphabetic principle, and oral reading fluency (Good, Simmons, & Kame’enui, 2001; National Reading Panel, 2000; Torgesen, 2002)—are best measured through direct observation. This is a key feature of mCLASS’s content validity. Early literacy skills, defined as the  ability to translate letters to sounds and combine sounds to read and comprehend, are directly measured in mCLASS through a student’s active production of sounds and words, ultimately followed by reading and demonstrating comprehension

Learn more

Groups driving change

The following organizations advocate for dyslexia legislation, supports, and other early literacy efforts:

Decoding Dyslexia is a national network of parent-led grassroots groups across the country, organized around the issue of equity and concerned about limited access to educational opportunities for all students, including those at risk for dyslexia in the public education system. Through Decoding Dyslexia’s 50 state chapters, tireless parent leaders work to share dyslexia resources, raise awareness, remediate and support students with dyslexia, inform policy makers on best practices to identify at-risk students, advocate for the drafting and passage of state policies, and empower families to support equity for all children.

The International Dyslexia Association (IDA) is a non-profit education and advocacy organization devoted to issues surrounding dyslexia. Serving individuals with dyslexia, their families, and professionals in the field, the IDA provides information about dyslexia on its website, publishes a peer-reviewed scientific journal called Annals of Dyslexia, and provides referral services to individuals and professionals who use the federal legislative systems to advocate for individuals with dyslexia. 

The University of Oregon Center on Teaching and Learning—a UO College of Education research and outreach center that develops educational interventions and assessment tools—developed DIBELS (Dynamic Indicators of Basic Early Literacy Skills). DIBELS is a research-backed instrument for evaluating reading in kindergarten through eighth grade classrooms. In developing DIBELS 8th Edition (University of Oregon, 2018), the Center on Teaching and Learning made significant efforts to ensure that the measures meet state-level dyslexia screening requirements and help maximize testing efficiencies for schools.

The National Center on Improving Literacy (NCIL) is a partnership among literacy experts, university researchers, and technical assistance providers, with funding from the United States Department of Education. Its mission is to increase access to, and use of, evidence-based approaches to screen, identify, and teach students with literacy-related disabilities, including dyslexia.

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Celebrating Keppel Union: A Science of Reading Star Award winner

Find out how this California district used data, teacher partnership, and evidence-based instruction to strengthen literacy across five schools.

By Amplify Staff | June 16, 2026

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Grade 6

Chapter 2: Fractions and Decimals

Big IdeasAmplify Classroom
Lesson 2: Dividing FractionsUnit 4
Lesson 3: Flour Planner
Lesson 4: Adding and Subtracting DecimalsUnit 5
Lesson 1: Dishing Out Decimals
Lesson 2: Decimal Diagrams and Algorithms
Lesson 5: Multiplying DecimalsUnit 5
Lesson 1: Dishing Out Decimals
Lesson 6: Dividing Whole NumbersUnit 5
Lesson 13: Movie Time
Lesson 7: Dividing DecimalsUnit 5
Lesson 13: Movie Time

Chapter 3: Ratios and Rates

Lesson 1: RatiosUnit 2
Lesson 1: Pizza Maker
Lesson 4: Fruit Lab
Lesson 8: Products and SumsTake Away (coming soon!)
Lesson 3: Using Ratio TablesUnit 2
Lesson 10: Disaster Preparation
Lesson 4: Graphing Ratio RelationshipsUnit 2
Lesson 10: Disaster Preparation
Lesson 5: Rates and Unit RatesUnit 3
Lesson 6: Soft Serve
Lesson 6: Converting MeasuresUnit 3
Lesson 1: Many Measurements

Chapter 4: Percents

Lesson 1: Percent and FractionsUnit 3
Lesson 9: Lucky Duckies
Lesson 2: Percent and DecimalsUnit 5
Lesson 2: Decimal Diagrams and Algorithms

Chapter 5: Algebraic Expressions and Properties

Lesson 2: Writing ExpressionsUnit 6
Lesson 8: Products and SumsTake Away (coming soon!)
Lesson 3: Properties of Addition and MultiplicationUnit 6
Lesson 8: Products and SumsTake Away (coming soon!)
Lesson 4: The Distributive PropertyUnit 6
Lesson 8: Products and SumsTake Away (coming soon!)

Chapter 6: Equations

Lesson 1: Writing Equations in One VariableUnit 6
Lesson 1: Weight for It

Chapter 7: Area, Surface Area, and Volume

Lesson 1: Areas of ParallelogramsUnit 1
Lesson 3: Exploring Parallelograms
Exploring Parallelograms, Part 2
Lesson 5: Surface Area of prismsUnit 1
Lesson 10: Renata’s Stickers

Chapter 8: Integers, Number Lines, and the Coordinate Plane

Lesson 1: IntegersUnit 7
Lesson 1: Can You Dig It?
Lesson 2: Comparing and Ordering IntegersUnit 7
Lesson 4: Order in the Class
Lesson 3: Rational NumbersUnit 7
Lesson 4: Order in the Class
Lesson 7: Writing and Graphing InequalitiesUnit 7
Lesson 7: Tunnel Travels

Chapter 9: Statistical Measures

Lesson 1: Introduction to StatisticsUnit 8
Lesson 3: Minimum Wage
Lesson 2: MeanUnit 8
Lesson 11: Toy Cars
Lesson 3: Measures of CenterUnit 8
Lesson 11: Toy Cars
Lesson 4: Measures of VariationUnit 8
Lesson 11: Toy Cars

Chapter 10: Data Displays

Lesson 2: HistogramsUnit 8
Lesson 5: The Plot Thickens
Lesson 4: Choosing Appropriate MeasuresUnit 8
Lesson 3: Minimum Wage
Lesson 11: Toy Cars

Grade 7

Chapter 1: Adding and Subtracting Rational Numbers

Big IdeasAmplify Classroom
Lesson 1: Rational NumbersUnit 5
Lesson 1: Floats and Anchors
Lesson 2: Adding Integers
Lesson 4: Subtracting Integers		Unit 5
Lesson 4: Draw Your Own
Lesson 10: Integer Puzzles
Lesson 3: Adding Rational Numbers
Lesson 5: Subtracting Rational Numbers		Unit 5
Lesson 4: Draw Your Own
Lesson 10: Integer Puzzles

Chapter 2: Multiplying and Dividing Rational Numbers

Lesson 1: Multiplying IntegersUnit 5
Lesson 10: Integer Puzzles

Chapter 3: Expressions

Lesson 1: Algebraic ExpressionsUnit 6
Lesson 10: Collect the Squares
Lesson 2: Adding and Subtracting Linear ExpressionsUnit 6
Lesson 10: Collect the Squares
Lesson 3: The Distributive PropertyUnit 6
Lesson 10: Collect the Squares

Chapter 4: Equations and Inequalities

Lesson 1: Solving Equations Using Addition or Subtraction
Lesson 2: Solving Equations Using Multiplication or Division		Unit 6
Lesson 16: Shira the Sheep
Lesson 4: Writing and Graphing InequalitiesUnit 6
Lesson 16: Shira the Sheep
Lesson 5: Solving Inequalities Using Addition or Subtraction
Lesson 6: Solving Inequalities Using Multiplication or Division		Unit 6
Lesson 16: Shira the Sheep
Lesson 7: Solving Two-Step InequalitiesUnit 6
Lesson 16: Shira the Sheep

Chapter 5: Ratios and Proportions

Lesson 1: Ratio and Ratio TablesUnit 2
Lesson 1: Paint
Lesson 3: Identifying Proportional RelationshipsUnit 2
Lesson 6: Two and Two
Lesson 3: Measuring Around
Lesson 5: Graphs of Proportional RelationshipsUnit 2
Lesson 8: Dino Pops

Chapter 6: Percents

Lesson 1: Fraction, Decimals, and PercentsUnit 4
Lesson 1: Mosaics
 
Lesson 4: Percents of Increase and DecreaseUnit 4
Lesson 5: Percent Machines
Lesson 12: Posing Percent Problems (coming soon!)
Lesson 5: Discounts and MarkupsUnit 4
Lesson 5: Percent Machines
Lesson 12: Posing Percent Problems (coming soon!)

Chapter 7: Probability

Lesson 1: ProbabilityUnit 8
Lesson 1: How Likely?
Lesson 2: Prob-bear-bilities

Chapter 8: Statistics

Lesson 1: Samples and PopulationsUnit 8
Lesson 10: Crab Island
Lesson 2: Using Random Samples to Describe populationsUnit 8 
Lesson 10: Crab Island
Lesson 3: Comparing Populations
Lesson 4: Using Random Samples to Compare Populations		Unit 8
Lesson 10: Crab Island

Chapter 9: Geometric Shapes and Angles

Lesson 1: Circle and CircumferenceUnit 3
Lesson 3: Measuring Around
Lesson 2: Areas of CirclesUnit 3
Lesson 9: Area Challenges
Lesson 5: Finding Unknown Angle MeasuresUnit 7
Lesson 4: Missing Measures

Grade 8

Chapter 1: Equations

Big ideasAmplify Classroom
Lesson 2: Solving Multi-Step EquationsUnit 4
Lesson 5: Equation Roundtable
Lesson 3: Solving Equations with Variables on Both SidesUnit 4
Lesson 5: Equation Roundtable

Chapter 2: Transformations

Lesson 1: TranslationsUnit 1
Lesson 1: Transformers
Lesson 2: Spinning, Flipping, Sliding
Lesson 4: Moving Day
Lesson 2: ReflectionsUnit 1
Lesson 1: Transformers
Lesson 2: Spinning, Flipping, Sliding
Lesson 4: Moving Day
Lesson 3: RotationsUnit 1
Lesson 1: Transformers
Lesson 2: Spinning, Flipping, Sliding
Lesson 4: Moving Day
Lesson 13: Tessellate
Lesson 5: DilationsUnit 2
Lesson 1: Sketchy Dilations
Lesson 2: Dilation Mini Golf
Lesson 6: Similar FiguresUnit 2
Lesson 6: Social Scavenger Hunt

Chapter 3: Angles and Triangles

Lesson 2: Angles and TrianglesUnit 1
Lesson 12: Puzzling It Out
Lesson 4: Using Similar TrianglesUnit 2
Lesson 1: Sketchy Dilations
Lesson 2: Dilation Mini Golf

Chapter 4: Graphing and Writing Linear Equations

Lesson 1: Graphing Linear EquationsUnit 3 Lesson 4: Flags
Lesson 2: Slope of a LineUnit 3 Lesson 4: Flags
Lesson 3: Graphing Proportional RelationshipsUnit 3
Lesson 1: Turtle Time Trials
Lesson 4: Graphing Linear Equations in Slope-Intercept FormUnit 3
Lesson 4: Flags

Chapter 5: Systems of Linear Equations

Lesson 1: Solving Systems of Linear Equations by GraphingUnit 4
Lesson 11: Make Them Balance
Lesson 12: Line Zapper

Chapter 6: Data Analysis and Displays

Lesson 1: Scatter PlotsUnit 6
Lesson 3: Robots
Lesson 2: Lines of FitUnit 6
Lesson 4: Dapper Cats
Lesson 3: Two-Way TablesUnit 6
Lesson 11: Finding Associations

Chapter 7: Functions

Lesson 1: Relations and FunctionsUnit 5
Lesson 1: Turtle Crossing
Lesson 2: Guess My Rule
Lesson 2: Representations of FunctionsUnit 5
Lesson 5: The Tortoise and the Hare

Chapter 8: Exponents and Scientific Notation

Lesson 1: ExponentsUnit 7
Lesson 3: Power Pairs
Lesson 2: Products of Powers PropertyUnit 7
Lesson 3: Power Pairs
Lesson 6: Scientific Notation
Lesson 7: Operations in Scientific Notation		Unit 7
Lesson 9: Specific and Scientific
Lesson 11: Balance the Scale

Chapter 9: Real Numbers and the Pythagorean Theorem

Lesson 1: Finding Square RootsUnit 8
Lesson 4: Root Down
Lesson 3: Finding Cube RootsUnit 8
Lesson 4: Root Down

Chapter 10: Volume and Similar Solids

Lesson 1: Volumes of CylindersUnit 5
Lesson 11: Cylinders
Lesson 2: Volumes of ConesUnit 5
Lesson 13: Cones

Algebra 1

LaunchVisual Patterns

Chapter 1: Solving Linear Equations

Lesson 1.1: Solving Simple EquationsWorking Backwards
Lesson 1.3: Solving Equations with Variables on Both SidesSolving Strategies
Same Position
Lesson 1.5: Rewriting Equations and FormulasSubway Seats
Various Variables

Chapter 2: Solving Linear Inequalities

Lesson 2.4: Solving Multi-Step InequalitiesPizza Delivery

Chapter 3: Graphing Linear Functions

Lesson 3.2: Linear FunctionsShelley the Snail
Lesson 3.5: Graphing Linear Equations in Slope Intercept FormFive Representations

Chapter 4: Writing Linear Functions

Lesson 4.4: Scatter Plots and Lines of FitCorrelation Coefficient
How Hot Is It?
City Slopes
Lesson 4.5: Analyzing Lines of FitPenguin Populations
Behind the Headlines
City Data
Residual Fruit
Lesson 4.6: Arithmetic SequencesMore Visual Patterns
Sequence Carnival
Lesson 4.7: Piecewise FunctionsPumpkin Prices

Chapter 5: Solving Systems of Linear Equations

Lesson 5.2: Solving Systems of Linear Equations by SubstitutionShape It Up
Lesson 5.4: Solving Special Systems of Linear EquationsLizard Lines
Lesson 5.7: Systems of Linear InequalitiesQuilts
Seeking Solutions

Chapter 6: Exponential Functions and Sequences

Lesson 6.3: Exponential FunctionsCarlos’s Fish
Lesson 6.6: Geometric SequencesMore Visual Patterns
Sequence Carnival

Chapter 8: Graphing Quadratic Functions

Lesson 8.1: Solving Systems of Linear Equations by SubstitutionCraft-a-Graph
Quadratic Visual Patterns
Lesson 8.4: Solving Special Systems of Linear EquationsOn the Fence
Stomp Rockets
Plenty of Parabolas
Robot Launch
Lesson 8.5: Systems of Linear InequalitiesParabola Zapper
Two for One
Shooting Stars
Lesson 8.6: Systems of Linear InequalitiesPlane, Train, and Automobile
Detroit’s Population, Part 1
Detroit’s Population, Part 2
Revisiting Visual Patterns, Part 1
Sorting Relationships

Chapter 9: Solving Quadratic Equations

Lesson 9.4: Solving Quadratic Equations by Completing the SquareSquare Tactic
Lesson 9.5: Solving Quadratic Equations Using the Quadratic FormulaStomp Rockets in Space

Chapter 10: Radical Functions and Equations

Lesson 10.4: Inverse of a FunctionChip the Robot

Chapter 11: Data Analysis and Displays

Lesson 11.1: Measures of Center and VariationFinding Desmo

Disclaimer

This document is for informational purposes only; references to third-party programs do not imply endorsement or affiliation, and all trademarks are the property of their respective owners.

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Familias y cuidadores, ¡bienvenidos a Amplify Desmos Math California
K–5!

Bienvenidos al Caregiver Hub de Amplify Desmos Math California K–5. Esperamos que su estudiante disfrute explorando las matemáticas, trabajando con amigos para resolver problemas y aprendiendo conceptos nuevos e interesantes. ¡Y esperamos que ustedes disfruten de la experiencia matemática junto con ellos! A continuación, encontrarán algunas sugerencias y recursos para apoyar su aprendizaje en casa.

Obtenga más información sobre Amplify Desmos Math California.

For the English version, please click here.

Tres niños participan en una actividad práctica de matemáticas con tarjetas numéricas y fichas sobre una cuadrícula. El fondo está decorado con peces y símbolos matemáticos.

Recursos de la unidad para cuidadores

Para cada unidad del programa, hemos creado un Recurso para cuidadores (Caregiver Resource), el cual ofrece un resumen de los conceptos clave, además de un problema del conjunto de práctica de la lección que usted puede resolver con su estudiante. Encontrará un Recurso para cuidadores en cada unidad, disponible tanto en inglés como en español.

Ingrese a Amplify Desmos Math California en casa.

Además del cuaderno de ejercicios impreso de la Edición del estudiante (Student Edition), su estudiante tendrá acceso digital a todos los materiales de aprendizaje, práctica y evaluación a través de la plataforma de Amplify. Es posible acceder al currículo digital desde la escuela o desde casa siguiendo estas instrucciones:

  • Haga clic en el botón Amplify Desmos Math California.
  • Seleccione Log in with Amplify.
  • Ingrese el nombre de usuario y la contraseña de su estudiante que el maestro les haya proporcionado.
  • Seleccione el nivel escolar deseado.

Una vez iniciada la sesión, los cuidadores pueden ver el trabajo de los estudiantes abriendo tareas anteriores.

Aprenda a navegar por la página de inicio de los estudiantes (student home page).

Amplify Desmos Math California

Vistazo general a los materiales

Amplify Desmos Math California promueve el aprendizaje mixto por medio de materiales impresos de apoyo y una experiencia digital única. Todas las lecciones en los grados K a 5 están disponibles en un cuaderno de trabajo de la Edición del estudiante. Muchas de las lecciones incluyen actividades prácticas con materiales manipulables, herramientas que ayudan a que los estudiantes hagan tangibles conceptos abstractos para poder comprenderlos. Su estudiante también trabajará con dispositivos digitales durante un número de lecciones que es apropiado para su edad.

Cuando los estudiantes usan dispositivos, los maestros pueden supervisar su trabajo en tiempo real, asegurándose de que reciban el apoyo exacto que necesitan en cada parte de la lección, dentro y fuera del salón de clase.

Una interfaz digital que muestra los nombres anónimos de los estudiantes y su estado de participación en diversas actividades. La interfaz incluye opciones para realizar resúmenes, capturas de pantalla y vistas individuales de los estudiantes.

Componentes de una lección

A los estudiantes en un aula de Amplify Desmos Math California se les ve (¡y se les escucha!) haciendo preguntas, debatiendo respuestas, justificando su razonamiento, enfrentándose a problemas y trabajando juntos o de forma individual.

Una lección típica de Amplify Desmos Math California incluye:

  • Calentamiento: Un problema breve e interesante para que los estudiantes se sientan atraídos a la lección.
  • Actividades: Una o dos actividades cortas que desafíen las destrezas de los estudiantes para resolver problemas.
  • Síntesis: Una discusión para revisar y consolidar los conceptos importantes de la lección.
  • Demuestra lo que sabes (Show What You Know) y Reflexión (Reflection): Preguntas para que los estudiantes demuestren lo que aprendieron en la lección. (Nota: La evaluación de la lección “Demuestra lo que sabes” es opcional en kindergarten y primer grado).
  • Centros (Centers): Estaciones de actividades dirigidas por los estudiantes que refuerzan los conceptos matemáticos que aprendieron durante las actividades de la lección usando formatos interactivos y, a menudo, lúdicos. En kindergarten y primer grado, el tiempo destinado a los Centros se incorpora en los últimos 15 minutos de cada lección.

Para apoyar, fortalecer y ampliar el aprendizaje de los estudiantes después de la lección, Amplify Desmos Math California ofrece opciones de:

  • Diferenciación: Minilecciones (Mini-Lessons), Centros, Extensiones, Boost Personalized Learning y Fluency Practice (Práctica de la fluidez).
  • Práctica: Problemas adicionales que el maestro puede asignar para trabajar en clase o como tarea.

Apoye el aprendizaje de las matemáticas en casa.

Usted puede apoyar el aprendizaje de las matemáticas de su estudiante fuera de la escuela de muchas maneras:

El maestro puede asignar problemas de práctica al final de cada lección como trabajo en clase o como tarea. Si su estudiante ya ha completado los problemas de práctica de la lección, pídale que le explique cómo resolvió cada problema o que comente las partes que le resultaron difíciles. Haga preguntas de seguimiento para fomentar el uso del lenguaje matemático mientras explica su razonamiento, por ejemplo: “¿Cómo lo sabes?”, “¿Cómo puedes demostrar tu razonamiento?” o “¿Cómo describirías eso?”. Si su estudiante no consigue avanzar, hágale preguntas de apoyo, por ejemplo: “¿Qué información de aquí conoces?” o “¿Cómo podrías representar este problema?”.

Los juegos de Centro (Center game) se alinean con las matemáticas de la unidad y se pueden jugar con los estudiantes fuera de clase. Es posible que el maestro les explique a los estudiantes cómo jugar un juego de Centro durante o después de una lección. Si no es así, usted puede enseñarle a jugar usando instrucciones fáciles de seguir. Regístrese para obtener una cuenta gratuita y explorar los Centros y el contenido adicional para grados K a 5 en nuestras Colecciones destacadas.

Relacione las matemáticas con actividades cotidianas en casa, ya sea ir de compras, preparar la comida o planear una visita a la tienda. Su estudiante puede ayudarle a calcular cuántas manzanas más hay en el carrito que naranjas, dividir un sándwich en cuatro partes o calcular cuánto cambio recibirá si paga con un billete de diez dólares. Anímelo a señalar las maneras en que ustedes usan las matemáticas en sus quehaceres diarios.

Recuerde al estudiante que bloquearse es una parte necesaria (incluso benéfica) del proceso de aprendizaje. Muchos estudiantes (al igual que personas adultas) temen equivocarse, pero las investigaciones demuestran que cometer errores ayuda a que nuestro cerebro se desarrolle. Cuando su estudiante no consiga avanzar en un problema, anímelo a seguir intentando diferentes estrategias, aunque no esté seguro de si son correctas.

Obtenga más información.

¿Tiene alguna pregunta sobre Amplify Desmos Math California? Visite nuestra biblioteca de ayuda (en inglés) para buscar artículos con respuestas a sus preguntas sobre el programa. Para obtener más ayuda, por favor comuníquese con su maestro.

Season 6, Episode 8

Love at the center of literacy, with Dr. Nyshawana Francis-Thompson

Dr. Nyshawana Francis-Thompson, Deputy Chief of Curriculum and Instruction in the School District of Philadelphia, has played an integral role leading and sustaining a transition to the Science of Reading in the Philadelphia public school district. But making such a change across a large district is difficult. In this episode, Dr. Francis-Thompson (who goes by Dr. Ny) talks with Susan about Philadelphia’s experience. She also talks about her own experience learning about the Science of Reading, and offers tips to other district-level leaders and wisdom about providing all students with the liberation that comes through reading and leading—all with love at the center.

Join Science of Reading: The Community to connect with fellow educators.

A button with the Apple Podcasts logo and text that reads "Listen on Apple Podcasts" on a white background, perfect for discovering science of reading training resources. Spotify logo with the text 'Listen on Spotify' inside a rounded rectangle on a white background.

Transcripts and additional resources:

Transcript
Dr. Ny’s LinkedIn profile
2021 The Philadelphia Citizen story: “A Better Way to Teach Reading”
2021 Chalkbeat Philadelphia story: “Just 32% of Philadelphia third graders read on grade level. Freedom Schools Literacy Academy could be a model to change that.”
A 2017 Accountability Review Council report on Philadelphia: “Promoting the Science of Reading Instruction in Philadelphia Public Elementary Schools: Early Implementation Lessons”
Video of Dr. Ny speaking: “Equity in Curriculum”
Dr. Ny’s 2017 dissertation: “Beyond the Pink Sand: Case Studies of Experiences of Multi-Tier System of Supports Implementation in the Bermuda Public School System”

Meet Our Guest(s):

Una mujer de cabello negro, con gafas con estampado de vaca, sonríe, rodeada de íconos estilizados de un lápiz y un corazón en un marco circular, que simboliza la alfabetización.

Dr. Nyshawana Francis-Thompson

Dr. Nyshawana Francis-Thompson is an education leader who advocates for students with diverse academic, social, emotional, and behavioral needs. She is Deputy Chief of Curriculum and Instruction in Philadelphia, where she leads the Curriculum Equity Initiative. She previously led the development of an instructional guide for supporting students with disabilities. Her dissertation on Multi-Tiered System of Supports implementation has a focus on evidence-based reading interventions. She approaches the Science of Reading conversation from an equity lens, focused on all students having access to culturally and linguistically inclusive instruction.

Meet our host, Susan Lambert

Susan Lambert is the Chief Academic Officer of Elementary Humanities at Amplify, and the host of Science of Reading: The Podcast. Her career has been focused on creating high-quality learning environments using evidence-based practices. Susan is a mom of four, a grandma of four, a world traveler, and a collector of stories.

As the host of Science of Reading: The Podcast, Susan explores the increasing body of scientific research around how reading is best taught. As a former classroom teacher, administrator, and curriculum developer, Susan is dedicated to turning theory into best practices that educators can put right to use in the classroom, and to showcasing national models of reading instruction excellence.

Susan-Lambert_Headshot

Quotes

“I have never met a student that did not want to learn how to read or a family that did not understand the importance of their children knowing how to read.”

—Dr. Nyshawana Francis-Thompson

“We have to listen to our young people in order to be able to move with that sense of urgency.”

—Dr. Nyshawana Francis-Thompson

"Liberation is connected to our students being literate… In order for our students to truly be free, we [need to] understand the power that reading has in their future.”

—Dr. Nyshawana Francis-Thompson

“We have to remember who we are serving and why we are serving them.”

—Dr. Nyshawana Francis-Thompson

“A lot of times when you’re in a large system and you’re leading a large system, it can become very robotic, like a machine. You do this, you get this, you do this, you get this. But there’s a human aspect that if you have not considered that human aspect, you could very well end up in the same place that you’re trying to move away from.”

—Dr. Nyshawana Francis-Thompson

“And while it’s a five-year strategic plan, we do have a sense of urgency and I’m sure within that there are gonna be benchmarks and hundred-day plans and smaller plans to make sure that we are actually doubling down again on the things that truly matter, that are gonna lead, outcomes for our students here in the school district.”

—Dr. Nyshawana Francis-Thompson

“If we’re only in the business of educating some students, then what are we really doing? It’s important to look at the students that are not benefitting and really identifying the things that work for that population of students rather than continuing with practices that aren’t meeting the needs of the students we’re serving.”

—Dr. Nyshawana Francis-Thompson

Featured Episodes

Season 6, Episode 5

Episode 5: Leading with the head and the heart:…

Equal parts educational leader, educator, and life-long learner of reading science, Mitchell Brookins has leveraged his passion and dedication to…
Season 6, Episode 1

Episode 1: The other side of Scarborough’s Rope, with…

In our kick-off episode for season six, host Susan Lambert is joined by podcast alum Margaret Goldberg, the co-founder of…
Portrait of an older man with gray hair, glasses, and a suit, set against a gray background with a patterned border of books, pencils, and light bulbs.
Season 6, Episode 2

Episode 2: NAEP: What you’ve always wanted to know,…

In this episode, we dive deep into the National Assessment of Educational Progress (NAEP), also known as the national report…

Welcome to your Amplify Desmos Math Pilot!

We’re thrilled to welcome you to the Amplify family, and we look forward to making your experience with Amplify Desmos Math successful from day one.

On this site, you’ll find resources, tips, videos, and other helpful information designed to support you throughout your pilot experience.

A man in a plaid shirt sits at a desk with a laptop and a pencil holder, with educational posters and drawings on the wall behind him.

Tips for getting started

It takes time to learn any new program and get used to its patterns and flow—time that you aren’t always afforded in a pilot situation. Based on our work with pilot teachers who are now happy users, we can tell you with 100% confidence that it gets easier. In no time, you’ll be preparing and delivering all your lessons with ease.

As you get comfortable with the organization of each unit and the ways one lesson flows into the next, you’ll find the following resources helpful.

Helpful links for getting started

Topic

Description

Link

Introduction to the program

Getting to know Amplify Desmos Math

Program Overview brochure
K–5 Lesson Walkthrough (video)
6–A1 Lesson Walkthrough (video) 
Lesson structure (K–1, 2–5, 6–A1)

Accessing Amplify Classroom

Logging in and navigating the platform

Accessing Amplify Desmos Math (video)
Educator Home navigation

Preparing to teach a lesson

Manipulatives (kits and virtual) and Centers Kits

Exploring ready-to-go Centers materials and unleashing your creativity with the world’s best manipulatives

Materials and classroom setup
Unboxing your Centers Kits (K–5)
Exploring Polypad Virtual Manipulatives

How to use the Teacher Dashboard

Getting started with and using the Teacher Dashboard

Using the Teacher Dashboard
Try It: Teacher Dashboard

Advanced topics: Snapshots, Students uploading images, Giving students feedback, Companion and Projector Mode, Sketch Everywhere tool

Fluency Practice

A learner’s guide for using our adaptive digital fluency resource

Getting started with Fluency Practice
Accessing Fluency Practice

Assessments

Guidance for understanding assessment resources

Assessment overview
Admin reports
mCLASS®Beginning-of-Year Screener (video)

Differentiation and practice

Resources available to support student learning

Differentiation and practice

Support resources you may want to use during your pilot

Resource

Description

Link

Help articles and PD videos

Access articles, videos, and step-by-step guides to help answer your questions and guide you through your Amplify Desmos Math implementation. See Amplify Desmos Math in action in real classrooms.

Help Articles support page
Amplify Desmos Math PD Library

Unit Zero (K–5)

Get teachers and students familiar with the routines and structure of Amplify Desmos Math. Unit Zero is a set of five optional lessons and resources designed to support the first five days before Unit 1.

Unit Zero overview

In each grade-level collection on learning.amplify.com before Unit 1

Caregiver Hub

Get families involved in the process of learning math by sharing the link to our Caregiver Hub in your home communications, offering access to subunit summaries and practice.

amplify.com/caregiver-hub/

In-the-moment instructional suggestions

Answer questions that frequently arise when teachers shift to a problem-based approach, with these cards that include tips on how to respond to common challenges while teaching.

Instructional support cards

The Five Instructional Shifts of Problem-Based Learning

Read this ebook describing what the five main shifts look and feel like as you infuse a more student-centered approach into your math instruction.

Ebook

Instructional and math language routine cards

Use routines to create a powerful, practical force for establishing a classroom learning community and engaging students in conversations during math. Facilitation guides and routine cards provide instructions for routines you can use in your math classroom.

Facilitation guides for routines in Amplify Desmos Math

K–5 routines cards
6–A1 routines cards

Infusing Problem-Based Learning Into Math Classrooms

A quick guide to starting the shift to problem-based learning, this ebook includes a host of resources from the Amplify math Symposium and the Math Teacher Lounge Podcast.

Ebook

Making the Shift to Problem-Based Learning

In this ebook, we’ll go through what problem-based learning is, why it’s becoming so critical to math instruction, and how to start making the shift with a form of professional learning: Learning Labs.

Ebook

Asset-Based Assessment

This ebook summarizes what asset-based assessment is and how it benefits students.

Ebook
A man with short dark hair wearing a white shirt is smiling at the camera, with yellow geometric shapes in the background.

Want to learn more from Amplify experts?

Amplify offers a wide variety of learning opportunities outside our pilot meeting times: 

Our math webinar library hosts all our past sessions.

Our Events page is where you can search for and register to attend upcoming math webinars.

The Amplify Blog is a great resource for helpful articles and research-based information.

Amplify Trust Center

The Trust Center provides information about Amplify’s high standards for privacy, security, artificial intelligence use, technology integration partners, and how we build our programs.

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A trusted partner

A pioneer in K–12 education since 2000, Amplify is a trusted partner to schools and districts. Read more about the policies, principles, and best practices that help us support millions of teachers and students.

The principles and policy that govern what personal information Amplify collects and maintains on behalf of school customers:

Read more

The comprehensive physical, technical, and administrative safeguards Amplify implements to protect student data:

Read more

Amplify’s commitment to using artificial intelligence (AI) transparently, safely, responsibly, and ethically:

Read more

Interoperable data standards that help our products integrate with the systems schools and districts use:

Read more

Editorial and accessibility experts who help build Amplify’s high-quality programs:

Read more

See our customer data subprocessors:

Read more

Our certifications

The following badges represent Amplify’s privacy and security certifications.

A blue and orange shield-shaped badge labeled "1EdTech TrustEd Apps Certified Data Privacy.

1EdTech Data Privacy Seal

1EdTech logo with circular arrows in gray, blue, and orange above the text "TrustEd Apps Certified" in a gray outlined box.

1EdTech Interoperability Certification

A turquoise badge with a unicorn icon, large number 4, "Tier 4," and the text "Project Unicorn" on a ribbon at the bottom.

Project Unicorn Interoperability Certification

A blue circular badge displaying "AICPA SOC" highlights privacy and security, with the text "aicpa.org/soc4so" and "SOC for Service Organizations | Service Organizations" around the edge.

SOC 2 Type 2 Compliance

What’s included

Along with compelling print materials, powerful digital resources, and more hands-on materials than any other program, Amplify Science California also includes engaging and realistic experiences, access to diverse role models, countless a-ha moments, and the inspiration and confidence to consider a future as a scientist or engineer.

Choose level

K–56–8

Year at a glance

Amplify Science California is organized around units where students explore compelling phenomena and real-world problems, develop and strengthen claims by collecting evidence and testing assumptions, and apply their learning in new contexts.

Educational curriculum chart showcasing a progression of amplify science lessons from kindergarten to grade 5, categorized by grade and subject areas like plants, animals, weather, and energy.

Units at a glance

In each Amplify Science California unit, students are asked to inhabit the role of a scientist or engineer in order to investigate a real-world problem. These problems provide relevant, 21st-century contexts through which students investigate different scientific phenomena.

An illustration from Needs of Plants and Animals unit

1

Needs of Plants and Animals

Students take on the role of scientists in order to figure out why there have been no monarch caterpillars in the community garden since vegetables were planted. They investigate how plants and animals get what they need to live and grow, and make a new plan for the community garden that provides for the needs of the monarch caterpillars in addition to producing vegetables for humans.

An illustration from the Pushes and Pulls unit

2

Pushes and Pulls

Students take on the role of pinball machine engineers as they investigate the effects of forces on the motion of an object. They conduct tests in their own prototypes (models) of a pinball machine and use what they learn to contribute to the design of a class pinball machine. Over the course of the unit, students construct a foundational understanding of why things move in different ways.

Silueta de una estructura de parque infantil contra un cielo azul con nubes y tres soles amarillos.

3

Sunlight and Weather

The principals of Woodland Elementary and Carver Elementary need student weather scientists to help them explain why Woodland’s playground is warmer than Carver’s at recess. Students gather data from models of the sun and Earth’s surface and observe their own playgrounds to figure out how sunlight causes changes in the temperatures of different surfaces. Students then use models to figure out why Woodland’s playground sometimes floods.

Illustration of sea turtles swimming among seaweed in the ocean, with a large shark in the background.

1

Animal and Plant Defenses

Students play the role of marine scientists. In their role, students apply their understanding of plant and animal defense structures to explain to aquarium visitors how a sea turtle and her offspring can defend themselves from ocean predators when they are released into the wild.

Dos manos sosteniendo un papel con un dibujo de pirámide y árbol, iluminado por una linterna, proyectando otra sombra de la imagen en la pared.

2

Light and Sound

Students take on the role of light and sound engineers for a puppet show company as they investigate cause and effect relationships to learn about the nature of light and sound. They apply what they learn to design shadow scenery and sound effects for a puppet show.

An illustration from the Spinning Earth unit

3

Spinning Earth

As sky scientists, students explain why a boy living in a place near them sees different things in the sky than his grandma does when he talks to her on the phone. Students record, organize, and analyze observations of the sun and other sky objects as they look for patterns and make sense of the cycle of daytime and nighttime.

An elephant standing next to a tree uses its trunk to pick a fruit from a branch while more fruit hangs above.

1

Plant and Animal Relationships

In their role as plant scientists, students work to figure out why there are no new chalta trees growing in the Bengal Tiger Reserve, which is part of a broadleaf forest. Students investigate what the chalta tree needs to survive, then collect and analyze qualitative and quantitative data to solve the mystery.

A hand holds a red bean on a table, while a wooden stick spreads white glue and scattered beans. Also on the table are a white cup and a yellow pen.

2

Properties of Materials

As glue engineers, students are challenged to create a glue for use at their school that meets a set of design goals. Students present an evidence-based argument for why their glue mixture will be good for their school to use.

Ilustración de una costa con acantilados, un edificio de centro recreativo con un techo rojo y un letrero, árboles de hoja perenne, una bandera azul y una playa de arena debajo.

3

Changing Landforms

The director of the Oceanside Recreation Center gets a scare when a nearby cliff collapses overnight. Research reveals that the distance between the Recreation Center’s flagpole and the edge of the cliff have changed over time. Students play the role of geologists and work to figure out why the cliff has changed over time. Based on what they learn about erosion, they advise on whether it is safe to keep the center open even though the cliff is changing.

An illustration from the Balancing Forces unit

1

Balancing Forces

People in Faraday are excited to hear that a new train service will be built for their city, but concerned when they hear that it will be a floating train. Students are challenged to figure out how a floating train works in order to explain it to the citizens of Faraday. They develop models of how the train rises, floats, and then falls back to the track, and then write an explanation of how the train works.

An illustration from the Inheritance and Traits unit

2

Inheritance and Traits

Students play the role of wildlife biologists working in Greystone National Park. They study two wolf packs and are challenged to figure out why an adopted wolf (“Wolf 44”) in one of the packs has certain traits. Students observe variation between and within different species, investigate inherited traits and those that result from the environment, and explain the origin of several of the adopted wolf’s traits.

An illustration from the Environments and Survival unit

3

Environments and Survival

In their role as biomimicry engineers, students work to figure out how the traits of grove snails affect their survival in different environments. They then explore how the traits of different organisms make them more likely or less likely to survive, collecting and interpreting data to understand how organisms’ traits affect their survival in different environments. Students then apply their understanding to a new challenge: designing effective solutions for the removal of invasive plants.

An illustration from the Weather and Climate unit

4

Weather and Climate

In their role as meteorologists, students gather evidence to decide where to build an orangutan reserve by analyzing patterns in weather data. After choosing the strongest evidence, students use data to make arguments about which of three fictional islands has weather most like that of orangutans’ existing habitats, Borneo and Sumatra. They then discern patterns in the locations of natural hazards in order to figure out which ones the Wildlife Protection Organization must prepare for.

An illustration from the Energy Conversions unit

1

Energy Conversions

Students take on the role of systems engineers for Ergstown, a fictional town that experiences frequent blackouts, and explore reasons why an electrical system can fail. Students apply what they learned as they choose new energy sources and energy converters for the town, then write arguments for why their design choices will make the town’s electrical system more reliable.

An illustration from the Vision and Light unit

2

Inheritance and Traits

As conservation biologists, students work to figure out why a population of Tokay geckos has decreased since the installation of new highway lights in the rainforest. Students use their understanding of vision, light, and information processing to figure out why an increase in light in the geckos’ habitat is affecting the population.

An illustration from the Earth's Features unit

3

Environments and Survival

Playing the role of geologists, students help the director of Desert Rocks National Park explain how and when a particular fossil formed and how it came to be in its current location. Students figure out what the environment of the park was like in the past and why it has so many visible rock layers.

An illustration from the Waves, Energy, and Information unit

4

Weather and Climate

In their role as marine scientists, students work to figure out how mother dolphins communicate with their calves. They write a series of scientific explanations with diagrams to demonstrate their growing understanding of how sound waves travel. Then they apply what they’ve learned about waves, energy, and patterns in communication to figure out how to create patterns that can communicate information over distances.

An illustration from the Patterns of Earth and Sky unit

1

Patterns of Earth and Sky

Playing the role of astronomers, students help a team of archaeologists figure out what the missing piece of a recently discovered artifact might have depicted. As they learn about the sun and other stars and the movement of Earth, students can explain what is shown on the artifact and what might be on the missing piece.

An illustration from the Modeling Matter unit

2

Modeling Matter

In their role as food scientists at a fictional company, students are introduced to the idea that all matter is made of particles too small to see, and that each different substance is made of particles (molecules) that are unique. They are then challenged to solve two problems: one requires them to separate a mixture, and the other requires them to make unmixable substances mix. Students are challenged to use the particulate model of matter to explain their work to the CEO of the company.

An illustration from the Earth System unit

3

The Earth System

The cities of East Ferris and West Ferris are located on different sides of a mountain on the fictional Ferris Island. East Ferris is having a water shortage while West Ferris is not. As water resource engineers, students learn about the Earth system to help figure out what is causing the water shortage problem and design possible solutions, including freshwater collection systems and proposals for using chemical reactions to treat wastewater.

An illustration from the Ecosystem Restoration unit

4

Ecosystem Restoration

As ecologists, students work to figure out why the organisms in a part of a Costa Rican rainforest ecosystem aren’t growing and thriving. As they solve this problem, students learn more generally how organisms in an ecosystem get the matter and energy they need to survive, and then write a series of restoration plans that include arguments about why the rainforest ecosystem is not thriving and recommend actions to restore its health.

Print & digital components

Amplify Science California includes instructional guidance and student materials in English and Spanish for a year of instruction, with lessons and activities that keep students engaged every day.

Component

FORMAT

NEW! Classroom Slides

Meet your new hands-free TG! These lesson-specific PowerPoints make delivering daily instruction a snap with embedded links to related resources and suggested teacher talk in the Notes section of each slide.

Digital

Most adopted curriculum for the NGSS California

Teacher’s Reference Guide

Available digitally and in print, this unit-specific reference guide includes scientific background knowledge, planning information and resources, color-coded 3-D Statements, detailed lesson plans, and tips for delivering instruction and differentiating learning.

Print and digital

Two digital devices displaying educational content, one a tablet showing a green-themed start page, and the other a laptop depicting various science chapters.

Hands-on materials kits

Each unit-specific kit contains consumable and nonconsumable materials for use during hands-on investigations. In each kit you will find:

  • Hands-on materials
  • 18 copies of each of the Student Books
  • Big books (grades K–1)
  • Classroom display materials
  • One Student Investigation Notebook

Kit

Amplify Science California supports 3-D learning with more materials than any other program.

NGSS Benchmark Assessments

Delivered four times per year in grades 3–5 and three times per year in grades 6–8, our benchmark assessments report on students’ facility with each of the grade-level appropriate DCIs, SEPs, CCCs, and performance expectations of the California NGSS.

And now, Amplify Science California users can choose to administer the NGSS Benchmark Assessments (grades 3–8) through their Illuminate assessment platform.

*Also available in Spanish

Digital

An open laptop displaying a website with a quiz question about geographical changes over time, featuring a series of island maps from different years.

Component

FORMAT

Student Investigation Notebooks

Available for every unit, the Student Investigation Notebooks contain instructions for activities and space for students to record data, reflect on ideas from texts and investigations, and construct explanations and arguments.

*Also available in Spanish

Print and digital

Two educational books titled "amplifyscience," one in spanish and one in english, featuring illustrations of desert canyon landscapes on the covers.

Big books (grades K–1)

Amplify Science California never asks our youngest readers to read alone. Rather, we provide scaffolded literacy experiences every step of the way. With our large-format big books, introducing and revisiting concepts though read-aloud and shared reading experiences is a breeze.

*Also available in Spanish

Print

Two hardcover books titled "maravillas rocas" and "rocky wonders" by amplify science, lying open, showing a continuous desert rock formation across both covers.

Simulations and practice tools (grades 2+)

Developed exclusively for the Amplify Science California program, these serve as venues for exploration and data collection, allowing students to explore scientific concepts that might otherwise be invisible or impossible to see with the naked eye.

*Spanish versions coming soon

Digital

A computer screen displays an educational website titled "Earth's Features" with chapters and illustrations of canyons; a printed teacher’s guide is shown beside it.

Explore more programs

Our programs are designed to support and complement one another. Learn more about our related programs.

See all programs

Centers That Count: Leveraging Math Centers for Differentiation and Sensemaking K-5

Tuesday, 10am ET

Register now

Welcome, Central Kitsap, to Amplify Desmos Math!

Amplify Desmos Math K-5 thoughtfully combines conceptual understanding, procedural fluency, and application. Each lesson is designed to tell a story by posing problems that invite a variety of approaches before guiding students to synthesize their understanding of the learning goals.

Scroll to learn more about the program and explore sample materials.

About the program

We believe in math that motivates. Our structured approach to problem-based learning builds on students’ curiosity to develop lasting grade-level understandings for all students. 

The program motivates students with interesting problems they are eager to solve. Teachers can spend more time where it’s most impactful: creating a collaborative classroom of learners.

A powerful suite of math resources

Amplify Desmos Math combines the best of problem-based lessons, intervention, personalized practice, and assessments into a coherent and engaging experience for both students and teachers.  Feel free to explore our grade-level ancillary samplers to learn more about assessment and reporting, intervention, and differentiation:

Grade K Ancillary Sampler

Grade 1 Ancillary Sampler

Grade 2 Ancillary Sampler

Grade 3 Ancillary Sampler

Grade 4 Ancillary Sampler

Grade 5 Ancillary Sampler

A digital interface displays a math screener report on the left and a math problem involving division, alongside a visual representation of students lined up on the right, integrating rich math resources from Amplify Desmos Math.

Assessment

mCLASS® Assessments, along with daily formative checks, measure not only what students know, but how they think. The asset-based assessment system provides teachers with targeted, actionable insights, linked to core and intervention resources. Visit our mClass Math site to learn more.

Two side-by-side math activities for children: on the left, a caterpillar-themed block challenge, and on the right, a worksheet for finding pairs that sum to 10. These exercises are fantastic ways to amplify children's engagement with math concepts.

Core instruction

Amplify Desmos Math lessons pair problems students are eager to solve with clear instructional moves for teachers. With low-floor, high-ceiling tasks every student can actively participate and be a part of the math community. Unit- and lesson-level core assessments give teachers data at their fingertips to guide and differentiate instruction.

A math lesson screen shows a toy sinking 5 meters into a pool. A textbox asks how many centimeters that is, with space for an answer and a "Try again" button. An avatar explains the question, using Desmos math tools to amplify understanding.

Differentiation

Boost Personalized Learning activities help students access grade-level math through engaging, independent digital practice. Responsive Feedback adjusts to students’ work, providing item-level adaptivity to further support their learning and offer personalized differentiation. Visit our Boost Math site to learn more. 

Two pages from a New York math textbook on determining coordinates after a rotation. Includes sections on modeled review, guided practice, and teacher's notes, with diagrams and examples that amplify the learning experience.

Embedded intervention

Integrated resources like Mini-Lessons, Fluency Practice, and Math Adventures provide targeted intervention on a specific concept or skill connected to the daily lesson. Extensions are also available to stretch students’ understanding.

Multilingual Learners

To support multilingual/English learners, Amplify Desmos Math incorporates research-based Math Language Routines (MLRs) by providing language modality strategies like sentence frames where appropriate, both in the teacher language provided for each task and in the differentiation support section found throughout the program. For further information on math language development, please see pg. 82 of the Amplify Desmos Math Program Guide.

A male teacher in a red shirt explaining a lesson to a focused young female student in a classroom. other students are in the background.

Review Resources

To support your review of Amplify Desmos Math here are links to important K-5 review resources:

Two women in an office setting are smiling while looking at a tablet. Various educational icons surround the image.

K-5 sample materials

Click the links in the drop-down sections below to explore sample materials from each grade.  To see sample student responses, please click on the Teacher Edition pages and scroll to “Sample Student Work” (first one is about 30 pages in) or click on Intervention and Extension resources.   

For helpful navigation tips and more program information, download the Amplify Desmos Math Program Guide.

You can also watch a product expert walk through a lesson and the available program components.

Digital educational material showing an activity named "Hamster Homes" involving tube length and platform heights for a hamster cage. Includes a diagram with platforms measuring 9 inches.
Screenshot of a kindergarten curriculum outline featuring units like Math in Our World, Numbers 1-10, Positions and Shapes, Understanding Addition, Making 10, and Shapes All Around Us. This comprehensive program utilizes New York Math standards to build foundational skills.
Program structure

Get to know the content and structure of Kindergarten Amplify Desmos Math.

Cover of Amplify Desmos Math Grade K Teacher Edition featuring three children playing with math-related objects and a group of rabbits sitting nearby, aligning with the engaging curriculum seen in New York math classrooms.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Counting and Comparing Objects.

Educational activity screen displaying a blue backpack with icons, dot groups on the left, and a grid background. Prompt reads, "Look inside the backpack. Then choose the group with the same number of dots." A great tool to amplify Desmos math learning in line with New York math standards.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Cover of "Amplify Desmos Math: Student Edition Kindergarten," featuring an illustration of three children playing with math-related toys. A group of small white animals, possibly hamsters, play nearby. The scene brilliantly captures the joy of New York math exploration for young learners.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover of "Amplify Desmos Math Grade K Centers Resources" featuring a large, stylized red and pink "C" on a light pink background with simple geometric designs. This distinctive cover complements New York math curriculums with its engaging visual elements.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of "Amplify Desmos Math: Grade K." The title is displayed with a geometric "I" illustration in the center. Subtitle reads "Intervention and Extension Resources" on a pink and white background, ideal for New York math standards.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

A digital activity screen, crafted in the style of Amplify Desmos Math, shows two paths with different quantities of mushrooms. The user is prompted to choose the path with more mushrooms. A bear is on the left side of the screen.

In this lesson, students apply their understanding of how to compare groups of images as they determine which group has more or fewer and then compare their strategies by guiding a bear through a path that has more mushrooms than the other.

Grade 1 math curriculum overview displaying six units with instructional and assessment days: counting, addition, subtraction, numbers to 10, comparing numbers, measuring length, and geometry—aligned with the New York Math standards.
Program structure

Get to know the content and structure of Grade 1 Amplify Desmos Math.

Children interact with math activities on a large tablet while observing fish illustrations. The text reads "Amplify Desmos Math Grade 1 Teacher Edition, aligned with New York Math standards.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Story Problems in Maui.

A digital math exercise, amplified by Desmos Math, showcases a story problem about adding kalo plants with three illustrations and a filled-out number sentence 3 + 4 = 7. A "Check" button is present. This tool aligns perfectly with New York math standards.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Illustration of three children engaged in math activities from the "Amplify Desmos Math: Student Edition 1" textbook. One child holds a number card, while the others manipulate counters and images, experiencing an exciting approach inspired by New York math techniques.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover of "Amplify Desmos Math Centers Resources" for Grade 1, featuring a yellow and white 3D letter "C" on a light background.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of "Amplify Desmos Math, Grade 1: Intervention and Extension Resources" depicting a large, blocky number one and a yellow-themed design. Ideal for enhancing New York math curriculum.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

An educational game screen, inspired by New York math standards, shows a subtraction problem, "4 - 1," with a frog moving along numbered lily pads to reveal the answer "3.

In this lesson, students find differences when subtracting 1 and 2 from the same number by helping a frog reach a lily pad where it can eat a bug.

A curriculum overview for Grade 2 in New York Math displaying 8 units, including topics like comparisons, addition, subtraction, and geometric shapes, with details on the number of instructional and assessment days. This plan integrates resources from Amplify Desmos Math to enrich learning experiences.
Program structure

Get to know the content and structure of Grade 2 Amplify Desmos Math.

Cover of the "Amplify Desmos Math" Grade 2 Teacher Edition, showcasing children measuring with rulers and a poster displaying a mathematical equation, set against whimsical scenery with a colorful dragon. Perfect for New York math classrooms.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Adding and Subtracting.

Activity screen displaying a task to estimate the number of animals in an aquarium, featuring a bar chart for goldfish, frogs, and shrimp. Utilizing Desmos math tools, an illustration of an aquarium with various animals is also included to amplify learning.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Cover of "Amplify Desmos Math Student Edition 2" showing three children performing a New York math activity with blocks and measurements.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover of an educational book titled "Amplify Desmos Math Grade 2 Centers Resources" featuring a green "C" on a light green background, perfect for enhancing New York math education.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of "Amplify Desmos Math Grade 2: Intervention and Extension Resources" featuring a green numeral 1 on a light green background, aligning with the New York math standards.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

An educational activity where users must select the block with the correct number to make a total of 10 using the given block numbers. The UI, inspired by New York math standards, features a caterpillar and two tree stumps to amplify engagement with Desmos Math tools.

Students continue to develop fluency by finding the number that makes 10 by helping a millipede reach its favorite food – a clump of leaves!

An educational curriculum outline for Grade 3 with seven units covering various mathematics topics, including multiplication, shapes, fractions, and measurement. Suggested instructional days are provided. The New York Math approach ensures a thorough understanding of each concept.
Program structure

Get to know the content and structure of Grade 3 Amplify Desmos Math.

Cover of a "Grade 3 Amplify Desmos Math Teacher Edition" book, featuring a cutaway building with diverse students and a teacher working on New York math problems and organizing materials.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Concepts of Area Measurement.

Educational software displays a challenge to determine the area of an unpainted wall. The wall features a door and window with given dimensions, and a mouse pointer hovers near the question, amplifying the student's engagement.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Cover of "Amplify Desmos Math Student Edition 3" showcasing illustrated children engaged in various mathematical activities inside a glass house structure, reflecting the dynamic energy of New York math.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover of the Amplify Desmos Math Grade 3 Centers Resources book, featuring a 3D letter "C" in blue and white on a minimalistic background, perfect for aligning with New York math standards.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of an "Amplify Cover of the "Amplify Desmos Math" Grade 3 book featuring intervention and extension resources, with a blue geometric "I" on a light blue background, aligning with New York Math standards.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

A page titled "Activity 2" features a table showing counts of rabbits, raccoons, and foxes, an image of animal stickers, and a bar graph representing the number of each animal, designed to amplify your New York math lesson with engaging visual data.

Students compare data represented on bar graphs with different scales by using animal stickers to create scaled bar graphs.

A course outline for Algebra 1 with 8 units, each detailing the number of instructional and optional days. The total suggested instructional days are 144 and 28 optional days, aligning with New York Math standards.
Program structure

Get to know the content and structure of Grade 4 Amplify Desmos Math.

Cover of "Amplify Desmos Math: Teacher Edition Grade 4" showing children learning New York Math outdoors, using large mathematical tools and numbers, with one child in a wheelchair.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Size and Location of Fractions.

Educational screen showing an interactive activity from Amplify Desmos Math where a user drags a point to cut a log into quarters. The progress is 2 out of 10.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Cover of "Amplify Desmos Math, Student Edition, Grade 4," showcasing students collaborating on math problems involving shapes and numbers against a vibrant backdrop that blends cityscapes and natural scenery, capturing the essence of New York math learning.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover of the "Amplify Desmos Math" Grade 4 Centers Resources book, featuring a large, stylized blue letter "C" on a light blue background. This essential resource for New York math educators ensures engaging and effective instruction.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of "Amplify Desmos Math, Grade 4: Intervention and Extension Resources," featuring a geometric illustration and a blue and orange color scheme inspired by New York math standards.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

Interactive educational activity asking users to determine platform heights using a 3-inch tube. The interface, inspired by Desmos math tools, features a dragging function and feedback system with a checkbox and "Try another" option, amplifying the learning experience.

Students choose tube lengths to connect to platform heights for hamster homes, identifying possible heights using what they know about multiples.

A Grade 5 curriculum scope and sequence chart with units covering volume, fractions, multiplication, shapes, place value, and measurement. Each unit lists instructional and assessment days to amplify Desmos Math activities.
Program structure

Get to know the content and structure of Grade 5 Amplify Desmos Math.

Illustration of three students engaging with various math activities outdoors and around large blocks. Text at the top reads "Amplify Desmos Math, Grade 5, Teacher Edition" - a perfect resource for New York math educators.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Fractions as Quotients.

A digital activity prompt showing a scenic landscape with bamboo shoots and a panda. Using Desmos math tools, the task is to estimate the length where the third bamboo shoot should be placed for the panda to reach a leaf. This exercise is designed to amplify your understanding of spatial reasoning.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Cover of "Amplify Desmos Math: Student Edition, Grade 5" featuring students engaged in various mathematical activities outside, such as block building, measuring, and gardening—a perfect resource aligning with New York math standards.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover image of "Amplify Desmos Math Grade 5 Centers Resources" featuring a large purple letter C on a light purple background, showcasing the innovative approach of Amplify Desmos Math that's making waves in New York math education.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of "Amplify Desmos Math Grade 5: Intervention and Extension Resources," featuring a large, stylized number five in purple against a light purple background with minimal geometric patterns, ideal for New York math curriculum support.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

An interactive screen showing an activity about decomposing a figure into prisms, with a touch of Desmos Math integration. The user is asked to drag points to demonstrate the decomposition. Two prism illustrations are displayed, offering a glimpse of New York Math's approach.

Students decompose a figure into rectangular prisms and determine the volume of the figure by adding the volumes of the individual prisms.

Contact Us

If you have any questions throughout your review process or need additional samples, please don’t hesitate to contact:

Alicia O’Neil

Account Executive

425-890-6103

aoneil@amplify.com

Request additional samples

Ready to learn more? Connect with an Amplify Desmos Math expert to request additional program samples.

Overview Video

The Lawrence Hall of Science

Developed by the science education experts at UC Berkeley’s Lawrence Hall of Science and the digital learning team at Amplify, our program features:

  • A phenomena-based approach where students construct a complex understanding of each unit’s anchor phenomenon.
  • A blend of cohesive storylines, hands-on investigations, rich discussions, literacy-rich activities, and digital tools.
  • Carefully crafted units, chapters, lessons, and activities designed to deliver true 3-dimensional learning.
  • An instructional design that supports all learners in accessing all standards.
The logo for The Lawrence Hall of Science, University of California, Berkeley, features blue text on a light background and is recognized by educators using Amplify Science for middle school science programs.

Instructional model

The Amplify Science program is rooted in the proven, research-based pedagogy of Do, Talk, Read, Write, Visualize. Here’s how each element works:

DO

First-hand investigations are an important part of any science classroom, and Amplify Science has students getting hands-on in every unit—from building models of protein molecules to experimenting with electrical systems.

TALK

Student-to-student discourse and full-class discussions are an integral part of the program. Students are provided with numerous opportunities to engage in meaningful oral scientific argumentation, all while fostering a collaborative classroom environment.

READ

Students read scientific articles, focusing their reading activities on searching for evidence related to their investigation and, importantly, on asking and recording questions as they read through fascinating texts on 21st-century topics.

WRITE

Following real-world practices, students write scientific arguments based on evidence they’ve collected, making clear their reasoning about how a given piece of evidence connects to one of several claims.

VISUALIZE

By manipulating digital simulations and using modeling tools to craft visualizations of their thinking— just as real scientists and engineers do—students take their learning far beyond the confines of what they can physically see in the classroom in an exciting and authentic way.

Program structure

Our cyclical lesson design ensures students receive multiple exposures to concepts through a variety of modalities. As they progress through the lessons within a unit, students build and deepen their understanding, increasing their ability to develop and refine complex explanations of the unit’s phenomenon.

It’s this proven program structure and lesson design that enables Amplify Science to address 100% of the NGSS, and support students in mastering the standards.

Graphic showing a research process with four steps: spark intrigue with a real-world problem, explore evidence, explain and elaborate, and evaluate claims, connected in a cycle with arrows.

Unit types

While every unit delivers three-dimensional learning experiences and engages students in gathering evidence from a rich collection of sources, each unit also serves a unique instructional purpose.

In grades 6–8:

  • One unit is a launch unit.
  • Three units are core units.
  • Two units are engineering internships.

Launch units are the first units taught in each year of Amplify Science. The goal of the Launch unit is to introduce students to norms, routines, and practices that will be built on throughout the year, including argumentation, active reading, and using the program’s technology. For example, rather than taking the time to explain the process of active reading in every unit in a given year, it is explained thoroughly in the Launch unit, thereby preparing students to read actively in all subsequent units.

Core units establish the context of the unit by introducing students to a real-world problem. As students move through lessons in a Core unit, they figure out the unit’s anchoring phenomenon, gain an understanding of the unit’s disciplinary core ideas and science and engineering practices, and make linkages across topics through the crosscutting concepts. Each Core unit culminates with a Science Seminar and final writing activity.

Engineering Internship units invite students to design solutions for real-world problems as interns for a fictional company called Futura. Students figure out how to help those in need, from tsunami victims in Sri Lanka to premature babies, through the application of engineering practices. In the process, they apply and deepen their learning from Core units.

Unit sequence

Our lessons follow a structure that is grounded in regular routines while still being flexible enough to allow for a variety of learning experiences.

In fact, our multi-modal instruction offers more opportunities for students to construct meaning, and practice and apply concepts than any other program. What’s more, our modular design means our units can be flexibly arranged to support your instructional goals.

Three columns listing education curriculum topics for grades 6, 7, and 8, focusing on science themes such as microbiomes, mars geology, and harnessing human energy.

Program components

Available digitally and in print, our unit-specific reference guides are chock full of helpful resources, including scientific background knowledge, planning information and resources, color-coded 3-D Statements, detailed lesson plans, tips for delivering instruction, and differentiation strategies.

Amplify Science TG

Hands-on learning is an essential part of Amplify Science, and is integrated into every unit. Students actively participate in science, playing the roles of scientists and engineers as they gather evidence, think critically, solve problems, and develop and defend claims about the world around them. Every unit includes hands-on investigations that are critical to achieving the unit’s learning goals.

A young person wearing gloves looks through a microscope at a table with laboratory supplies, including bottles, slides, and a tray, against a plain blue background.

More hands-on with Flextensions:
Hands-on Flextensions are additional, optional investigations that are included at logical points in the learning progression and give students an opportunity to dig deeper if time permits. These activities offer teachers flexibility to choose to dedicate more time to hands-on learning. Materials referenced in Hands-on Flextension activities will either be included in the unit kit or are easily sourced. Supporting resources such as student worksheets will be included as downloadable PDF files.

Our kits include enough materials to support 200 student uses. In other words, teachers can easily support all five periods and small groups of 4-5 students each. Plus, our unit-specific kits mean teachers just grab the tub they need and then put it all back with ease.

Amplify Science California supports 3-D learning with more materials than any other program.

Our digital Simulations and Practice Tools are powerful resources for exploration, data collection, and student collaboration. They allow students the ability to explore scientific concepts that might otherwise be invisible or impossible to see with the naked eye.

Available for every unit, our Student Investigation Notebooks contain instructions for activities and space for students to record data and observations, reflect on ideas from texts and investigations, and construct explanations and arguments.

In grades 6–8, one copy of the Student Investigation Notebook is included in each unit’s materials kit for use as a blackline master. Each notebook is also available as a downloadable PDF on the Unit Guide page of the digital Teacher’s Guide.

Two booklets titled "El clima cambiante de la Tierra: la desaparición del hielo" and "Earth’s Changing Climate: Vanishing Ice" with landscape illustrations on the covers.

These customizable PowerPoints are available for every lesson of the program and make delivering instruction a snap with visual prompts, colorful activity instructions, investigation set-up videos and animations, and suggested teacher talk in the notes section of each slide.

A laptop displays a PowerPoint presentation in presenter view, with slides about observing objects in plastic containers and related sensory instructions.

Explore your print samples

With your Amplify Science print samples, you’ll find unit-specific Teacher’s References Guides and Student Investigation Notebooks for each grade level.

A note about the Teacher’s Reference Guides:

It’s important that your committee sees the full breadth and depth of our instruction. For that reason, we provided a copy of each of our unit-specific Teacher Reference Guides.

Rest assured that teachers do not use these robust reference guides for day-to-day teaching. For that, we have a hands-free TG!

A laptop screen shows an energy simulation, with surrounding text and diagrams explaining the Earth's system and energy flow.
  • Teacher Reference Guide: Unlike a typical TG that requires a series of supplemental books to support it, our encyclopedic reference guide is chock-full of everything a teacher needs to fully implement our program and the NGSS.
  • Ready-to-Teach Lesson Slides: For daily instruction, teachers need their hands free. That’s why we created ready-to-teach lesson slides for every single lesson. What’s more, they are editable and include suggested teacher talk and point-of-use differentiation and other instructional tips. Click to learn more.

A note about the Materials Kits:

Hands-on learning is at the heart of Amplify Science, and is integrated into every unit. In order to make hands-on learning more manageable for busy teachers, Amplify Science materials are organized into unit-specific kits.

Stacked storage bins with labels, arranged neatly; caption notes they are a sample and may not reflect actual quantities or sizes.

Our unit-specific kits:

  • Include more materials — We give teachers enough materials to support 200 student uses.
  • Are more manageable — Unlike other programs that require large groups of students to share limited sets of materials, our kits include enough to support small groups of 4–5 students.
  • Include supportive videos — Each hands-on activity provides clear instructions for the teacher, with more complex activities supported by video demonstrations and illustrations.

What comes in each grade level kit? Click the links below to see the grade-specific lists of all materials included in each kit.

Access your digital samples

Explore as a teacher

Follow these instructions to explore the Amplify Science digital platform as a teacher.

  • Click the Access Amplify Science Platform button below and bookmark it.
  • Select Log in with Amplify.
  • Enter the username: t1.jeffersoncounty@demo.tryamplify.net
  • Enter the password: Amplify1-jeffersoncounty
  • Click the Science icon.
  • Click on the Program Menu in the top center of the screen and select any grade.
  • Select any unit.
Access Amplify Science Platform

To help familiarize yourself with navigating the digital platform,watch the below navigational video.

Explore as a student

Follow these instructions to explore the Amplify Science digital platform as a student.

  • Click the Access Amplify Science Platform button below and bookmark it.
  • Select Log in with Amplify.
  • Enter the username: s1.jeffersoncounty@demo.tryamplify.net
  • Enter the password: Amplify1-jeffersoncounty
  • Click the Science icon.
  • Click on the Grade Menu in the top center of the screen and select any grade.
  • Select any unit.
Access Amplify Science Platform

Resources to support your review

Welcome, North Carolina educators!

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Welcome, North Carolina educators!

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5 strategies to transform your math classroom

Want to shift your math teaching practices this year, but not sure where to start? That’s a good problem to have! 

You can boost your instruction this fall with problem-based learning, technology in the math classroom, and more—all in ways that put students at the center. 

“All students need the opportunity to feel like they can figure out mathematics,” says Jennifer Bay-Williams, Ph.D., an author and professor of mathematics education at University of Louisville. “That’s where they develop a math identity, [the idea] that they can do math. And they start feeling like, ‘I can figure this out.’” 

Bay-Williams spoke at our 2024 Math Symposium, along with other thought leaders and expert educators. Keep reading to see how their key takeaways can help you shift your math instruction this school year!

Center student ideas in a collaborative math classroom

Amplify Math Suite Executive Director Kristin Gray had great tips for teachers looking to center student ideas in the classroom. Simply put, it’s all about helping them make several types of connections. These can include any of the following: 

  • Connecting students’ classroom math experiences to real life
  • Connecting math ideas to one another
  • Connecting their ideas to the ideas of their classmates 

How do teachers foster these important connections? That’s where problem-based lessons come in. Rather than teaching a concept or formula in isolation, then having students practice it, try inviting students to collaborate on a real-life problem that will lead them to that math idea. (For example, you might ask them to work on designing a small traffic or subway system that requires developing ideas about distance, rate, and time.)

As a result, students build problem-solving skills collaboratively, feel their ideas are valued, develop their own ways to make math make sense, and learn from and with each other. Teachers also get to know and appreciate the different backgrounds and styles students bring to the classroom, opening up new opportunities for engagement—and connection. 

Reimagine student engagement

No matter how engaging you are as a teacher, it’s typically students who drive engagement—and that’s actually good news. You don’t have to reinvent the wheel or do somersaults to get their attention. In fact, a lot of engagement comes from creating routine and familiar opportunities for connection. And it can also come from allowing students to make mistakes. 

“We want all students to have an entry point into [math] tasks,” notes Amplify STEM Product Specialist James Oliver. “Those students that seem to always feel like they don’t fit or don’t have the identity in that math classroom, we want them to immediately have successes and have their curiosities tested.” Successes—and productive failures. “What we’ve learned is, you are not firing any synapses, nothing’s happening if you’re just getting it immediately correct.”

Nurture student curiosity

Which is better: letting students dive into a box of LEGO pieces to see what happens, or providing a step-by-step guide to building the airplane? 

It’s actually a tie. In both structured and loose approaches, the key is to spark curiosity and communication. “If we want them to be mathematicians, we should let them talk about math,” says Amplify Director of 6–12 Core Math Curriculum Kurt Salisbury, Ph.D. Here’s his 3D approach:

DISCOVER
Discovering the relationships among mathematical ideas is a key part of mathematical thinking. 

DESCRIBE
Students communicate their mathematical thinking by describing the processes, procedures, or relationships needed to work with a concept or pattern. 

DEVELOP
When students develop a strategy they can apply to a variety of contexts, their math thinking gets validation and purpose.  

So whether you lean into a more structured approach or prefer to let kids figure the LEGOS out themselves, small mindset changes like these can create more space for your students to discover, describe, and develop as mathematicians.

Make math fluency fun 

As with someone fluent in a language, someone fluent in math is able to think and calculate mathematically without struggle or effort—that is, with fluidity. 

In order to think and calculate fluently, students need to build a toolbox of strategies—and games are a great way to do that. 

While you’re making the learning fun, students are absorbing tools they’ll use throughout their lives. “When we ensure that every student has access to a range of strategies, and has regular opportunities to choose among those strategies, that’s what games do for us.” says Bay-Williams.

Elevate student voices 

When student thinking isn’t explicitly invited into the classroom, students may begin to narrow their focus, providing merely what they think their teacher wants to hear. But given genuine invitations to share, students are more likely to follow their thought process wherever it leads them, taking a more organic approach to problem-solving.

“Taking a step back as a teacher, and inviting students to take a step forward, [activates] students getting started with finding the answer,” says Stephanie Blair, vice president of Desmos Coaching. “And all of them might take a different step forward, which is okay.”

It’s time for math that does more for students

“All students need the opportunity to feel like they can figure out mathematics,” says Bay-Williams. We need to connect with our students, nurture their curiosity and comfort with math, and welcome their unique ways of thinking.

We hope the thought leaders and speakers from our Math Symposium have inspired you to do just that!

Welcome, Ellensburg, to Amplify Desmos Math!

Amplify Desmos Math K-5 thoughtfully combines conceptual understanding, procedural fluency, and application. Each lesson is designed to tell a story by posing problems that invite a variety of approaches before guiding students to synthesize their understanding of the learning goals.

Scroll to learn more about the program and explore sample materials.

About the program

We believe in math that motivates. Our structured approach to problem-based learning builds on students’ curiosity to develop lasting grade-level understandings for all students. 

The program motivates students with interesting problems they are eager to solve. Teachers can spend more time where it’s most impactful: creating a collaborative classroom of learners.

A powerful suite of math resources

Amplify Desmos Math combines the best of problem-based lessons, intervention, personalized practice, and assessments into a coherent and engaging experience for both students and teachers.  Feel free to explore our grade-level ancillary samplers to learn more about assessment and reporting, intervention, and differentiation:

Grade K Ancillary Sampler

Grade 1 Ancillary Sampler

Grade 2 Ancillary Sampler

Grade 3 Ancillary Sampler

Grade 4 Ancillary Sampler

Grade 5 Ancillary Sampler

A laptop displays a math problem with illustrated students and a virtual keyboard. Behind it, a chart shows percentages for a Math 2 Beginning-of-Year Screener assessment.

Assessment

mCLASS® Assessments, along with daily formative checks, measure not only what students know, but how they think. The asset-based assessment system provides teachers with targeted, actionable insights, linked to core and intervention resources. Visit our mClass Math site to learn more.

Two side-by-side math activities for children: on the left, a caterpillar-themed block challenge, and on the right, a worksheet for finding pairs that sum to 10. These exercises are fantastic ways to amplify children's engagement with math concepts.

Core instruction

Amplify Desmos Math lessons pair problems students are eager to solve with clear instructional moves for teachers. With low-floor, high-ceiling tasks every student can actively participate and be a part of the math community. Unit- and lesson-level core assessments give teachers data at their fingertips to guide and differentiate instruction.

A math lesson screen shows a toy sinking 5 meters into a pool. A textbox asks how many centimeters that is, with space for an answer and a "Try again" button. An avatar explains the question, using Desmos math tools to amplify understanding.

Differentiation

Personalized Learning activities help students access grade-level math through engaging, independent digital practice. Responsive Feedback adjusts to students’ work, providing item-level adaptivity to further support their learning and offer personalized differentiation. Visit our Boost Math site to learn more. 

Two pages from a New York math textbook on determining coordinates after a rotation. Includes sections on modeled review, guided practice, and teacher's notes, with diagrams and examples that amplify the learning experience.

Embedded intervention

Integrated resources like Mini-Lessons, Fluency Practice, and Math Adventures provide targeted intervention on a specific concept or skill connected to the daily lesson. Extensions are also available to stretch students’ understanding.

Multilingual Learners

To support multilingual/English learners, Amplify Desmos Math incorporates research-based Math Language Routines (MLRs) by providing language modality strategies like sentence frames where appropriate, both in the teacher language provided for each task and in the differentiation support section found throughout the program. For further information on math language development, please see pg. 82 of the Amplify Desmos Math Program Guide.

Una profesora con un polo rojo ayuda a una estudiante con cabello largo y rizado que está leyendo un libro en su escritorio en un salón de clases. En la pared detrás de ellos se exhiben carteles con temas educativos.

Review Resources

To support your review of Amplify Desmos Math here are links to important K-5 review resources:

Two women in an office setting are smiling while looking at a tablet. Various educational icons surround the image.

K-5 sample materials

Click the links in the drop-down sections below to explore sample materials from each grade.  To see sample student responses, please click on the Teacher Edition pages and scroll to “Sample Student Work” (first one is about 30 pages in) or click on Intervention and Extension resources.   

For helpful navigation tips and more program information, download the Amplify Desmos Math Program Guide.

You can also watch a product expert walk through a lesson and the available program components.

Digital educational material showing an activity named "Hamster Homes" involving tube length and platform heights for a hamster cage. Includes a diagram with platforms measuring 9 inches.
Screenshot of a kindergarten curriculum outline featuring units like Math in Our World, Numbers 1-10, Positions and Shapes, Understanding Addition, Making 10, and Shapes All Around Us. This comprehensive program utilizes New York Math standards to build foundational skills.
Program structure

Get to know the content and structure of Kindergarten Amplify Desmos Math.

Cover of Amplify Desmos Math Grade K Teacher Edition featuring three children playing with math-related objects and a group of rabbits sitting nearby, aligning with the engaging curriculum seen in New York math classrooms.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Counting and Comparing Objects.

Educational activity screen displaying a blue backpack with icons, dot groups on the left, and a grid background. Prompt reads, "Look inside the backpack. Then choose the group with the same number of dots." A great tool to amplify Desmos math learning in line with New York math standards.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Cover of "Amplify Desmos Math: Student Edition Kindergarten," featuring an illustration of three children playing with math-related toys. A group of small white animals, possibly hamsters, play nearby. The scene brilliantly captures the joy of New York math exploration for young learners.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover of "Amplify Desmos Math Grade K Centers Resources" featuring a large, stylized red and pink "C" on a light pink background with simple geometric designs. This distinctive cover complements New York math curriculums with its engaging visual elements.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of "Amplify Desmos Math: Grade K." The title is displayed with a geometric "I" illustration in the center. Subtitle reads "Intervention and Extension Resources" on a pink and white background, ideal for New York math standards.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

A digital activity screen, crafted in the style of Amplify Desmos Math, shows two paths with different quantities of mushrooms. The user is prompted to choose the path with more mushrooms. A bear is on the left side of the screen.

In this lesson, students apply their understanding of how to compare groups of images as they determine which group has more or fewer and then compare their strategies by guiding a bear through a path that has more mushrooms than the other.

Grade 1 math curriculum overview displaying six units with instructional and assessment days: counting, addition, subtraction, numbers to 10, comparing numbers, measuring length, and geometry—aligned with the New York Math standards.
Program structure

Get to know the content and structure of Grade 1 Amplify Desmos Math.

Children interact with math activities on a large tablet while observing fish illustrations. The text reads "Amplify Desmos Math Grade 1 Teacher Edition, aligned with New York Math standards.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Story Problems in Maui.

A digital math exercise, amplified by Desmos Math, showcases a story problem about adding kalo plants with three illustrations and a filled-out number sentence 3 + 4 = 7. A "Check" button is present. This tool aligns perfectly with New York math standards.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Illustration of three children engaged in math activities from the "Amplify Desmos Math: Student Edition 1" textbook. One child holds a number card, while the others manipulate counters and images, experiencing an exciting approach inspired by New York math techniques.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover of "Amplify Desmos Math Centers Resources" for Grade 1, featuring a yellow and white 3D letter "C" on a light background.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of "Amplify Desmos Math, Grade 1: Intervention and Extension Resources" depicting a large, blocky number one and a yellow-themed design. Ideal for enhancing New York math curriculum.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

An educational game screen, inspired by New York math standards, shows a subtraction problem, "4 - 1," with a frog moving along numbered lily pads to reveal the answer "3.

In this lesson, students find differences when subtracting 1 and 2 from the same number by helping a frog reach a lily pad where it can eat a bug.

A curriculum overview for Grade 2 in New York Math displaying 8 units, including topics like comparisons, addition, subtraction, and geometric shapes, with details on the number of instructional and assessment days. This plan integrates resources from Amplify Desmos Math to enrich learning experiences.
Program structure

Get to know the content and structure of Grade 2 Amplify Desmos Math.

Cover of the "Amplify Desmos Math" Grade 2 Teacher Edition, showcasing children measuring with rulers and a poster displaying a mathematical equation, set against whimsical scenery with a colorful dragon. Perfect for New York math classrooms.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Adding and Subtracting.

Activity screen displaying a task to estimate the number of animals in an aquarium, featuring a bar chart for goldfish, frogs, and shrimp. Utilizing Desmos math tools, an illustration of an aquarium with various animals is also included to amplify learning.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Cover of "Amplify Desmos Math Student Edition 2" showing three children performing a New York math activity with blocks and measurements.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover of an educational book titled "Amplify Desmos Math Grade 2 Centers Resources" featuring a green "C" on a light green background, perfect for enhancing New York math education.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of "Amplify Desmos Math Grade 2: Intervention and Extension Resources" featuring a green numeral 1 on a light green background, aligning with the New York math standards.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

An educational activity where users must select the block with the correct number to make a total of 10 using the given block numbers. The UI, inspired by New York math standards, features a caterpillar and two tree stumps to amplify engagement with Desmos Math tools.

In this lesson, students find differences when subtracting 1 and 2 from the same number by helping a frog reach a lily pad where it can eat a bug.

An educational curriculum outline for Grade 3 with seven units covering various mathematics topics, including multiplication, shapes, fractions, and measurement. Suggested instructional days are provided. The New York Math approach ensures a thorough understanding of each concept.
Program structure

Get to know the content and structure of Grade 3 Amplify Desmos Math.

Cover of a "Grade 3 Amplify Desmos Math Teacher Edition" book, featuring a cutaway building with diverse students and a teacher working on New York math problems and organizing materials.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Concepts of Area Measurement.

Educational software displays a challenge to determine the area of an unpainted wall. The wall features a door and window with given dimensions, and a mouse pointer hovers near the question, amplifying the student's engagement.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Cover of "Amplify Desmos Math Student Edition 3" showcasing illustrated children engaged in various mathematical activities inside a glass house structure, reflecting the dynamic energy of New York math.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover of the Amplify Desmos Math Grade 3 Centers Resources book, featuring a 3D letter "C" in blue and white on a minimalistic background, perfect for aligning with New York math standards.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of an "Amplify Cover of the "Amplify Desmos Math" Grade 3 book featuring intervention and extension resources, with a blue geometric "I" on a light blue background, aligning with New York Math standards.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

A page titled "Activity 2" features a table showing counts of rabbits, raccoons, and foxes, an image of animal stickers, and a bar graph representing the number of each animal, designed to amplify your New York math lesson with engaging visual data.

Students compare data represented on bar graphs with different scales by using animal stickers to create scaled bar graphs.

A course outline for Algebra 1 with 8 units, each detailing the number of instructional and optional days. The total suggested instructional days are 144 and 28 optional days, aligning with New York Math standards.
Program structure

Get to know the content and structure of Grade 4 Amplify Desmos Math.

Cover of "Amplify Desmos Math: Teacher Edition Grade 4" showing children learning New York Math outdoors, using large mathematical tools and numbers, with one child in a wheelchair.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Size and Location of Fractions.

Educational screen showing an interactive activity from Amplify Desmos Math where a user drags a point to cut a log into quarters. The progress is 2 out of 10.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Cover of "Amplify Desmos Math, Student Edition, Grade 4," showcasing students collaborating on math problems involving shapes and numbers against a vibrant backdrop that blends cityscapes and natural scenery, capturing the essence of New York math learning.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover of the "Amplify Desmos Math" Grade 4 Centers Resources book, featuring a large, stylized blue letter "C" on a light blue background. This essential resource for New York math educators ensures engaging and effective instruction.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of "Amplify Desmos Math, Grade 4: Intervention and Extension Resources," featuring a geometric illustration and a blue and orange color scheme inspired by New York math standards.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

Interactive educational activity asking users to determine platform heights using a 3-inch tube. The interface, inspired by Desmos math tools, features a dragging function and feedback system with a checkbox and "Try another" option, amplifying the learning experience.

Students choose tube lengths to connect to platform heights for hamster homes, identifying possible heights using what they know about multiples.

A Grade 5 curriculum scope and sequence chart with units covering volume, fractions, multiplication, shapes, place value, and measurement. Each unit lists instructional and assessment days to amplify Desmos Math activities.
Program structure

Get to know the content and structure of Grade 5 Amplify Desmos Math.

Illustration of three students engaging with various math activities outdoors and around large blocks. Text at the top reads "Amplify Desmos Math, Grade 5, Teacher Edition" - a perfect resource for New York math educators.
Teacher Edition pages

Planning and instructional guidance is visual, organized, and easy-to-follow. To help you review the program, we have included samples from a complete sub-unit on this site: Unit 2, Sub-Unit 1: Fractions as Quotients.

A digital activity prompt showing a scenic landscape with bamboo shoots and a panda. Using Desmos math tools, the task is to estimate the length where the third bamboo shoot should be placed for the panda to reach a leaf. This exercise is designed to amplify your understanding of spatial reasoning.
Digital experience

Explore our digital experience! Every lesson in Amplify Desmos Math has student print materials and digital recommendations.

Cover of "Amplify Desmos Math: Student Edition, Grade 5" featuring students engaged in various mathematical activities outside, such as block building, measuring, and gardening—a perfect resource aligning with New York math standards.
Student Edition pages

Motivate students with mathematics that is both rigorous and delightful.

Cover image of "Amplify Desmos Math Grade 5 Centers Resources" featuring a large purple letter C on a light purple background, showcasing the innovative approach of Amplify Desmos Math that's making waves in New York math education.
Centers Resources

Engaging, hands-on games for students to play collaboratively to strengthen their understanding of key skills and concepts.

Cover of "Amplify Desmos Math Grade 5: Intervention and Extension Resources," featuring a large, stylized number five in purple against a light purple background with minimal geometric patterns, ideal for New York math curriculum support.
Intervention and Extension Resources

Additional resources to reinforce and extend key concepts, including Mini-Lessons and Extensions.

An interactive screen showing an activity about decomposing a figure into prisms, with a touch of Desmos Math integration. The user is asked to drag points to demonstrate the decomposition. Two prism illustrations are displayed, offering a glimpse of New York Math's approach.

Students decompose a figure into rectangular prisms and determine the volume of the figure by adding the volumes of the individual prisms.

Contact Us

If you have any questions throughout your review process or need additional samples, please don’t hesitate to contact:

Alicia O’Neil

Account Executive

425-890-6103

aoneil@amplify.com

Request additional samples

Ready to learn more? Connect with an Amplify Desmos Math expert to request additional program samples.

What’s included in our phenomena-based science curriculum

Amplify Science is a phenomena-based science curriculum for grades K-8. This program is designed to give students engaging, realistic experiences that mirror how scientists and engineers actually work. To do this, the Lawrence Hall of Science and Amplify created compelling print and digital resources that work seamlessly together to enable students’ investigations and explorations.

Year at a glance

Amplify Science is organized around units where students are introduced to compelling phenomena and real-world problems, develop and strengthen claims by collecting evidence and testing assumptions, and apply their learning in new contexts.

Un gráfico que muestra secuencias de lecciones de ciencias desde jardín de infantes hasta quinto grado, detallando temas, números de lecciones, días de evaluación y duración de las lecciones para cada grado.

Units at a glance

In each Amplify Science unit, students are asked to inhabit the role of a scientist or engineer in order to investigate a real-world problem. These problems provide relevant, 21st-century contexts through which students investigate different scientific phenomena.

1

Needs of Plants and Animals

Students take on the role of scientists in order to figure out why there have been no monarch caterpillars in the community garden since vegetables were planted. They investigate how plants and animals get what they need to live and grow, and make a new plan for the community garden that provides for the needs of the monarch caterpillars in addition to producing vegetables for humans.

2

Pushes and Pulls

Students take on the role of pinball machine engineers as they investigate the effects of forces on the motion of an object. They conduct tests in their own prototypes (models) of a pinball machine and use what they learn to contribute to the design of a class pinball machine. Over the course of the unit, students construct a foundational understanding of why things move in different ways

Silueta de una estructura de parque infantil contra un cielo azul con nubes y tres soles amarillos.

3

Sunlight and Weather

The principals of Woodland Elementary and Carver Elementary need student weather scientists to help them explain why Woodland’s playground is warmer than Carver’s at recess. Students gather data from models of the sun and Earth’s surface and observe their own playgrounds to figure out how sunlight causes changes in the temperatures of different surfaces. Students then use models to figure out why Woodland’s playground sometimes floods.

1

Animal and Plant Defenses

Students play the role of marine scientists. In their role, students apply their understanding of plant and animal defense structures to explain to aquarium visitors how a sea turtle and her offspring can defend themselves from ocean predators when they are released into the wild.

Dos manos sosteniendo un papel con un dibujo de pirámide y árbol, iluminado por una linterna, proyectando otra sombra de la imagen en la pared.

2

Light and Sound

Students take on the role of light and sound engineers for a puppet show company as they investigate cause and effect relationships to learn about the nature of light and sound. They apply what they learn to design shadow scenery and sound effects for a puppet show.

Ilustración que muestra un paisaje urbano dividido en noche a la izquierda con una luna y estrellas, y día a la derecha con un sol, nubes y un avión.

3

Spinning Earth

As sky scientists, students explain why a boy living in a place near them sees different things in the sky than his grandma does when he talks to her on the phone. Students record, organize, and analyze observations of the sun and other sky objects as they look for patterns and make sense of the cycle of daytime and nighttime.

1

Plant and Animal Relationships

In their role as plant scientists, students work to figure out why there are no new chalta trees growing in the Bengal Tiger Reserve, which is part of a broadleaf forest. Students investigate what the chalta tree needs to survive, then collect and analyze qualitative and quantitative data to solve the mystery.

Una mano sostiene un frijol rojo sobre una mesa, mientras un palo de madera esparce pegamento blanco y frijoles esparcidos. Sobre la mesa también hay una taza blanca y una pluma amarilla.

2

Properties of Materials

As glue engineers, students are challenged to create a glue for use at their school that meets a set of design goals. Students present an evidence-based argument for why their glue mixture will be good for their school to use.

Ilustración de una costa con acantilados, un edificio de centro recreativo con un techo rojo y un letrero, árboles de hoja perenne, una bandera azul y una playa de arena debajo.

3

Changing Landforms

The director of the Oceanside Recreation Center gets a scare when a nearby cliff collapses overnight. Research reveals that the distance between the Recreation Center’s flagpole and the edge of the cliff have changed over time. Students play the role of geologists and work to figure out why the cliff has changed over time. Based on what they learn about erosion, they advise on whether it is safe to keep the center open even though the cliff is changing.

Una ilustración de un tren de alta velocidad moderno y aerodinámico que viaja por una vía elevada con un paisaje verde de fondo.

1

Balancing Forces

People in Faraday are excited to hear that a new train service will be built for their city, but concerned when they hear that it will be a floating train. Students are challenged to figure out how a floating train works in order to explain it to the citizens of Faraday. They develop models of how the train rises, floats, and then falls back to the track, and then write an explanation of how the train works.

Ilustración de una escena de bosque con un oso, un alce, pájaros en una rama y un grupo de lobos en primer plano. Las colinas y los árboles están al fondo bajo un cielo despejado.

2

Inheritance and Traits

Students play the role of wildlife biologists working in Greystone National Park. They study two wolf packs and are challenged to figure out why an adopted wolf (“Wolf 44”) in one of the packs has certain traits. Students observe variation between and within different species, investigate inherited traits and those that result from the environment, and explain the origin of several of the adopted wolf’s traits.

Ilustración de un pájaro mirando un caracol en el suelo, con hojas verdes en el lado izquierdo y un fondo de cielo azul.

3

Environments and Survival

In their role as biomimicry engineers, students work to figure out how the traits of grove snails affect their survival in different environments. They then explore how the traits of different organisms make them more likely or less likely to survive, collecting and interpreting data to understand how organisms’ traits affect their survival in different environments. Students then apply their understanding to a new challenge: designing effective solutions for the removal of invasive plants.

4

Weather and Climate

In their role as meteorologists, students gather evidence to decide where to build an orangutan reserve by analyzing patterns in weather data. After choosing the strongest evidence, students use data to make arguments about which of three fictional islands has weather most like that of orangutans’ existing habitats, Borneo and Sumatra. They then discern patterns in the locations of natural hazards in order to figure out which ones the Wildlife Protection Organization must prepare for.

Ilustración de un paisaje urbano nocturno con ventanas iluminadas y farolas, una luna visible y estrellas en el cielo. Una figura solitaria se recorta en una de las ventanas.

1

Energy Conversions

Students take on the role of systems engineers for Ergstown, a fictional town that experiences frequent blackouts, and explore reasons why an electrical system can fail. Students apply what they learned as they choose new energy sources and energy converters for the town, then write arguments for why their design choices will make the town’s electrical system more reliable.

Un gecko se prepara para atrapar un grillo bajo una farola por la noche. Las flechas amarillas ilustran la luz de la lámpara que golpea al grillo y se refleja en los ojos del gecko.

2

Vision and Light

As conservation biologists, students work to figure out why a population of Tokay geckos has decreased since the installation of new highway lights in the rainforest. Students use their understanding of vision, light, and information processing to figure out why an increase in light in the geckos’ habitat is affecting the population.

3

Earth’s Features

Playing the role of geologists, students help the director of Desert Rocks National Park explain how and when a particular fossil formed and how it came to be in its current location. Students figure out what the environment of the park was like in the past and why it has so many visible rock layers.

Dos delfines nadan bajo el agua en un ambiente teñido de azul, uno frente al otro, y uno parece abrir ligeramente la boca.

4

Waves, Energy, and Information

In their role as marine scientists, students work to figure out how mother dolphins communicate with their calves. They write a series of scientific explanations with diagrams to demonstrate their growing understanding of how sound waves travel. Then they apply what they’ve learned about waves, energy, and patterns in communication to figure out how to create patterns that can communicate information over distances.

1

Patterns of Earth and Sky

Playing the role of astronomers, students help a team of archaeologists figure out what the missing piece of a recently discovered artifact might have depicted. As they learn about the sun and other stars and the movement of Earth, students can explain what is shown on the artifact and what might be on the missing piece.

2

Modeling Matter

In their role as food scientists at a fictional company, students are introduced to the idea that all matter is made of particles too small to see, and that each different substance is made of particles (molecules) that are unique. They are then challenged to solve two problems: one requires them to separate a mixture, and the other requires them to make unmixable substances mix. Students are challenged to use the particulate model of matter to explain their work to the CEO of the company.

Ilustración de un paisaje costero con una montaña y flechas que representan el flujo del viento sobre y alrededor de la montaña, lo que indica la dinámica del flujo de aire.

3

The Earth System

The cities of East Ferris and West Ferris are located on different sides of a mountain on the fictional Ferris Island. East Ferris is having a water shortage while West Ferris is not. As water resource engineers, students learn about the Earth system to help figure out what is causing the water shortage problem and design possible solutions, including freshwater collection systems and proposals for using chemical reactions to treat wastewater.

Ilustración de una escena de la jungla en la que aparecen un guepardo y un perezoso entre un denso follaje verde y varias plantas coloridas.

4

Ecosystem Restoration

As ecologists, students work to figure out why the organisms in a part of a Costa Rican rainforest ecosystem aren’t growing and thriving. As they solve this problem, students learn more generally how organisms in an ecosystem get the matter and energy they need to survive, and then write a series of restoration plans that include arguments about why the rainforest ecosystem is not thriving and recommend actions to restore its health.

Print & digital components

The program includes instructional guidance and student materials for a year of instruction, with lessons and activities that keep students engaged every day.

Component

Format

Teacher’s Guides

Available digitally and in print, the Teacher’s Guides contain all of the information teachers need to facilitate classroom instruction, including detailed lesson plans, high-level overview documentation, differentiation strategies, standards alignments, materials and preparation steps, teacher support strategies and in-context professional development, possible student responses, and more.

Print and digital

Hands-on materials kits

Hands-on learning is integrated into every unit of Amplify Science. Each hands-on activity is supported through clear instructions for the teacher, as well as easily accessible materials in unit-specific kits. Each kit contains hands-on materials, both consumable and nonconsumable, and various print materials (e.g., Vocabulary and Key Concept cards). With Amplify Science, students can actively participate in science: gathering evidence, thinking critically, making observations, and communicating their claims.

Kit

A collection of gardening supplies including a blue bucket, soil bags, plastic cups, hose, fertilizer pellets, and a black tray on a white background.

Component

Format

Student Investigation Notebooks

Available for every unit, the Student Investigation Notebooks contain instructions for activities and space for students to record data, reflect on ideas from texts and investigations, and construct explanations and arguments.

Print and digital

Student books

The age-appropriate Student Books in Amplify Science allow students to engage with content-rich text, obtain evidence, develop research and close reading skills, and construct arguments and explanations about the ideas they are learning in class.

Print and digital

Simulations and practice tools (grades 2+)

Developed exclusively for the Amplify Science program, these serve as venues for exploration and data collection, allowing students to explore scientific concepts that might otherwise be invisible or impossible to see with the naked eye.

Digital

Laptop screen displaying a geographical simulation of a river system with zones: Upper River, Floodplain, and River Delta, including an elevation chart and controls for speed and time adjustment.

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Grade 6

Unit 1: Area and Surface Area

Illustrative MathematicsDesmos Math 6–A1
Topic A: Reasoning to Find Area 
Lesson 1: Tiling the PlaneUnit 1
Lesson 1: Shapes on a Plane [Free lesson]
Lesson 2: Finding Area by Decomposing and Rearranging
Lesson 3: Reasoning to Find Area		Unit 1
Lesson 2: Letters
Topic 2: Parallelograms
Lesson 4: Parallelograms
Lesson 5: Bases and Heights of Parallelograms
Lesson 6: Area of Parallelograms		Unit 1
Lesson 3: Exploring Parallelograms (Print available) [Free lesson]
Lesson 4: Off the Grid
Topic 3: Triangles
Lesson 7: From Parallelograms to TrianglesUnit 1
Lesson 3: Exploring Parallelograms (Print available) [Free lesson]
Lesson 4: Off the Grid
Lesson 6: Triangles and Parallelograms
Lesson 8: Area of TrianglesUnit 1
Lesson 5: Exploring Triangles (Print available)
Lesson 9: Formula for the Area of a Triangle
Lesson 10: Bases and Heights of Triangles		Unit 1
Lesson 4: Off the Grid
Lesson 6: Triangles and Parallelograms
Topic 4: Polygons
Lesson 11: PolygonsUnit 1
Lesson 2: Letters
Lesson 8: Pile of Polygons
Practice Day 1 (Print available)
Unit 7
Lesson 11: Polygon Maker
Topic 5: Surface Area
Lesson 12: What is Surface Area?Unit 1
Lesson 9: Renata´s Stickers [Free lesson]
Lesson 13: PolyhedraUnit 1Lesson 10: Plenty of Polyhedra
Lesson 14: Nets and Surface AreaUnit 1
Lesson 10: Plenty of Polyhedra
Lesson 11: Nothing But Nets (Print available)
Lesson 13: Take It To Go
Lesson 15: More Nets, More Surface AreaUnit 1
Lesson 10: Plenty of Polyhedra
Lesson 11: Nothing But Nets (Print available)
Lesson 12: Face Value
Lesson 13: Take It To Go (Print available)
Practice Day 2 (Print available)
Lesson 16: Distinguishing Between Surface Area and Volume
Topic 6: Squares and Cubes 
Lesson 17: Squares and CubesUnit 6
Lesson 12: Squares and Cubes
Lesson 18: Surface Area of a Cube 
Topic 7: Let’s Put It to Work 
Lesson 19: Designing a TentUnit 1
Lesson 13: Take It To Go (Print available)

Unit 2: Introducing Ratios

Topic 1: Introducing Ratios
Lesson 1: Introducing Ratios and Ratio LanguageUnit 2Lesson 1: Pizza Maker [Free lesson]Lesson 2: Ratio Rounds (Print available)
Lesson 2: Representing Ratios with DiagramsUnit 2Lesson 1: Pizza Maker [Free lesson]Lesson 2: Ratio Rounds (Print available)Lesson 3: Rice Ratios (Print available)
Topic 2: Equivalent Ratios
Lesson 3: RecipesUnit 2Lesson 1: Pizza Maker [Free lesson]Lesson 3: Rice Ratios (Print available)
Lesson 4: Color MixturesUnit 2Lesson 7: Mixing Paint, Part 1Lesson 12: Mixing paint, Part 2
Lesson 5: Defining Equivalent RatiosUnit 2Lesson 3: Rice Ratios (Print available)Lesson 4: Fruit Lab [Free lesson]Lesson 11: Community LifePractice Day 1 (Print available)
Topic 3: Representing Equivalent ratios
Lesson 6: Introducing Double Number Line DiagramsUnit 2Lesson 5: Balancing Act
Lesson 7: Creating Double Line DiagramsUnit 2Lesson 5: Balancing ActLesson 6: Product prices (Print available)
Lesson 8: How Much for One?Unit 2Lesson 6: Product prices (Print available)
Lesson 9: Constant SpeedUnit 2Lesson 8: World Records (Print available)
Lesson 10: Comparing Situations by Examining RatiosUnit 2Lesson 7: Mixing Paint, Part 1 
Topic 4: Solving Ratio and Rate Problems
Lesson 11: Representing Ratios with TablesUnit 2Lesson 9: Disaster Preparation [Free lesson]
Lesson 12: Navigating a Table of Equivalent Ratios
Lesson 13: Tables and Double Line Diagrams		Unit 2Lesson 6: Product prices (Print available)Lesson 7: Mixing Paint, Part 1
Lesson 14: Solving Equivalent Ratio ProblemsUnit 2Lesson 6: Product prices (Print available)Lesson 7: Mixing Paint, Part 1Lesson 10: BalloonsLesson 11: Community Life (Print available)
Topic 5: Part-Part-Whole Ratios
Lesson 15: Part-Part-Whole RatiosUnit 2Lesson 12: Mixing paint, Part 2Lesson 13: City Planning
Lesson 16: Solving More Ratio ProblemsUnit 2Lesson 13: City PlanningLesson 14: Lunch Waste (Print available)
Topic 6: Let’s Put It to Work 
Lesson 17: A Fermi ProblemUnit 2Lesson 13: City PlanningLesson 14: Lunch Waste (Print available)Practice Day 2 (Print available)

Unit 3: Rates and Percentages

Topic 1: Units of Measurement 
Lesson 1: The Burj KhalifaUnit 3
Lesson 4: Model Trains
Topic 2: Unit Conversion
Lesson 2: Anchoring Units of MeasurementUnit 3
Lesson 1: Many Measurements (Print available) [Free lesson]
Lesson 3: Measuring with Different-Sized Units
Lesson 4: Converting Units		Unit 3
Lesson 2: Counting Classrooms
Lesson 3: Pen Pals
Topic 3: Rates
Lesson 5: Comparing Speeds and PricesUnit 2
Lesson 8: World Records (Print available) 

Unit 3
Lesson 4: Model Trains
Lesson 5: Soft Serve [Free lesson]
Lesson 6: Welcome to the Robot Factory
Lesson 6: Interpreting Rates
Lesson 7: Equivalent Ratios Have the Same Unit Rates		Unit 3
Lesson 4: Model Trains
Lesson 5: Soft Serve [Free lesson]
Lesson 8: More About Constant SpeedUnit 2
Lesson 8: World Records (Print available) 

Unit 3
Lesson 4: Model Trains
Lesson 9: Solving Rate ProblemsUnit 3
Lesson 7: More Soft Serve
Topic 4: Percentages
Lesson 10: What Are percentagesUnit 3
Lesson 8: Lucky Duckies [Free lesson]
Lesson 9: Bicycle Goals
Lesson 11: Percentages and Double Number LinesUnit 3
Lesson 9: Bicycle Goals
Lesson 10: What’s Missing? (Print available)
Lesson 12: Percentages and Tape DiagramsUnit 3
Lesson 10: What’s Missing? (Print available)
Lesson 13: Benchmark percentagesUnit 3
Lesson 8: Lucky Duckies [Free lesson]
Lesson 14: Solving Percentage Problems
Lesson 15: Finding This Percent of That
Lesson 16: Finding the Percentage		Unit 3
Lesson 10: What’s Missing? (Print available)
Lesson 11: Cost Breakdown
Lesson 12: More Bicycle Goals
Lesson 13: A Country as a Village
Topic 5: Let’s Put It to Work 
Lesson 17: Painting a RoomUnit 3
Lesson 13: A Country as a Village
Lesson 7: Equivalent Ratios Have the Same Unit RatesUnit 3
Lesson 4: Model Trains
Lesson 5: Soft Serve [Free lesson]

Unit 4: Dividing Fractions

Topic 1: Making Sense of Division 
Lesson 1: Size of Divisor and Size of Quotient
Lesson 2: Meanings of Division		Unit 4Lesson 1: Cookie Cutter
Lesson 3: Interpreting Division SituationsUnit 4Lesson 2: Making Connections (Print available)
Topic 2: Meanings of Fraction Division
Lesson 4: How Many Groups (Part 1)Unit 4Lesson 3: Flour Planner [Free lesson]Lesson 4: Flower Planters 
Lesson 5: How Many Groups (Part 2)Unit 4Lesson 5: Garden Bricks (Print available)
Lesson 6: Using Diagrams to Find the Number of GroupsUnit 4Lesson 5: Garden Bricks (Print available)Lesson 6: Fill the Gap [Free lesson]
Lesson 7: What Fraction of a Group?
Lesson 8: How Much in Each Group? (Part 1)
Lesson 9: How Much in Each Group? (Part 2)		Unit 4Lesson 8: Potting Soil
Topic 3: Algorithm for Fraction Division
Lesson 10: Dividing by Unit and Non-Unit FractionsUnit 4Lesson 7: Break It DownLesson 8: Potting SoilLesson 9: Division Challenges 
Lesson 11: Using an Algorithm to Divide FractionsUnit 4Lesson 9: Division ChallengesPractice Day
Topic 4: Fractions in Lengths, Areas, and Volumes
Lesson 12: Fractional LengthsUnit 4Lesson 11: Classroom Comparisons
Lesson 13: Rectangles with Fractional Side LengthsUnit 4Lesson 12: Puzzling Areas (Print available) [Free lesson]
Lesson 14: Fractional Lengths in Triangles and Prisms
Lesson 15: Volume of PrismsUnit 4Lesson 13: Volume Challenges
Topic 5: Let’s Put It to Work
Lesson 16: Solving Problems with FractionsUnit 4Lesson 10: Swap Meet (Print available)
Lesson 17: Fitting Boxes into BoxesUnit 4Lesson 14: Planter Planner (Print available)

Unit 5: Arithmetic in Base Ten

Topic 1: Warming Up to Decimals 
Lesson 1: Using Decimals in a Shopping ContextUnit 5Lesson 1: Dishing Out Decimals (Print available) [Free lesson]
Topic 2: Adding and Subtracting Decimals
Lesson 2: Using Decimals to Represent Addition and SubtractionUnit 5Lesson 3: Fruit by the PoundLesson 4: Missing Digits
Lesson 3: Adding and Subtracting Decimals with Few Non-Zero DigitsUnit 5Lesson 4: Missing Digits
Lesson 4: Adding and Subtracting Decimals with Many Non-Zero Digits 
Topic 3: Multiplying Decimals
Lesson 5: Decimal Points in ProductsUnit 5Lesson 5: Decimal Multiplication
Lesson 6: Methods for Multiplying DecimalsUnit 5Lesson 5: Decimal MultiplicationLesson 6: Multiplying with AreasLesson 7: Multiplication methods (Print available)
Lesson 7: Using Diagrams to Represent MultiplicationUnit 5Lesson 5: Decimal MultiplicationLesson 6: Multiplying with Areas
Lesson 8: Calculating Products of DecimalsUnit 5Lesson 6: Multiplying with Areas
Topic 4: Dividing Decimals
Lesson 9: Using the Partial Quotients MethodUnit 5Lesson 8: Division Diagrams
Lesson 10: Using Long DivisionUnit 5Lesson 8: Division DiagramsLesson 9: Long Division Launch (Print available)Lesson 10: Return of the Long Division (Print available)
Lesson 11: Dividing Numbers That Result in Decimals
Lesson 12: Dividing Decimals by Whole Numbers
Lesson 13: Dividing Decimals by Decimals		Unit 5Lesson 9: Long Division Launch (Print available)Lesson 10: Return of the Long Division (Print available)
Topic 5: Let’s Put It to Work
Lesson 14: Using Operations on Decimals to Solve ProblemsUnit 5Lesson 11: Movie Time [Free lesson]
Lesson 15: Making and Measuring Boxes
Lesson 12: Dividing Decimals by Whole Numbers 
Lesson 13: Dividing Decimals by DecimalsUnit 5Lesson 9: Long Division Launch (Print available)Lesson 10: Return of the Long Division (Print available)

Unit 6: Expressions and Equations

Lesson 1: Tape Diagrams and Equations
Lesson 2: Truth and Equations		Unit 6Lesson 1: Weight for It [Free lesson]Lesson 2: Five Equations (Print available)
Lesson 3: Staying in BalanceUnit 6Lesson 1: Weight for It [Free lesson]Lesson 2: Five Equations (Print available)Lesson 3: Hanging Around
Lesson 4: Practice Solving Equations and Representing Situations with EquationsUnit 6Lesson 3: Hanging AroundLesson 4: Hanging It UpLesson 5: Swap and Solve (Print available)
Lesson 5: A New Way to Interpret a and bUnit 6Lesson 4: Hanging It UpLesson 5: Swap and Solve (Print available)
Topic 2: Equal and Equivalent
Lesson 6: Write Expressions Where Letters Stand for NumbersUnit 6Lesson 6: Vari-applesLesson 7: Border Tiles
Lesson 7: Revisit PercentagesUnit 3Lesson 10: What’s Missing?Lesson 11: Cost BreakdownLesson 12: More Bicycle Goals
Lesson 8: Equal and EquivalentUnit 6Lesson 1: Weight for It [Free lesson]Lesson 2: Five Equations (Print available)Lesson 3: Hanging AroundLesson 6: Vari-apples
Topic 9: The Distributive Property, Part 1Unit 6Lesson 8: Products and Sums [Free lesson]
Lesson 10: The Distributive Property, Part 2
Lesson 11: The Distributive Property, Part 3		Unit 6Lesson 8: Products and Sums [Free lesson]Lesson 9: Products, Sums, and Differences (Print available)
Topic 3: Expressions with Exponents
Lesson 12: Meaning of ExponentsUnit 6Lesson 10: PowersLesson 11: Exponent Expressions (Print available)
Lesson 13: Expressions with Exponents
Lesson 14: Evaluating Expressions with Exponents
Lesson 15: Equivalent Exponential Expressions		Unit 6Lesson 11: Exponent Expressions (Print available)Lesson 12: Squares and Cubes
Topic 4: Relationships Between Quantities 
Lesson 16: Two Related Quantities, Part 1
Lesson 17: Two Related Quantities, Part 2
Lesson 18: More Relationships		Unit 6Lesson 13: Turtles All the WayLesson 14: Representing RelationshipsLesson 15: Connecting Representations (Print available)
Topic 5: Let’s Put It to Work
Lesson 19: Tables, Equations, and Graphs, Oh My!Unit 6Lesson 16: Subway fares (Print available) [Free lesson]

Unit 7: Rational Numbers

Topic 1: Positive and Negative Numbers
Lesson 1: Positive and Negative NumbersUnit 7Lesson 1: Can You Dig In [Free lesson]Lesson 2: Digging Deeper
Lesson 2: Points on the Number LineUnit 7Lesson 2: Digging Deeper
Lesson 3: Comparing Positive and Negative Numbers
Lesson 4: Ordering Rational Numbers		Unit 7Lesson 3: Order in the Class (Print available) [Free lesson]
Lesson 5: Using Negative Numbers to make Sense of ContextsUnit 7 Lesson 4: Sub-Zero
Lesson 6: Absolute Value of Numbers
Lesson 7: Comparing Numbers and Distance from Zero		Unit 7Lesson 5: Distance on the Number Line
Topic 2: Inequalities
Lesson 8: Writing and Graphing InequalitiesUnit 7Lesson 13: Popcorn Possibilities
Lesson 9: Solutions of Inequalities
Lesson 10: Interpreting Inequalities		Unit 7Lesson 6: Tunnel Travel [Free lesson]Lesson 7: Comparing WeightsLesson 8: Shira´s Solutions
Topic 3: The Coordinate Plane
Lesson 11: Points on the Coordinate Plane
Lesson 12: Constructing the Coordinate Plane		Unit 7Lesson 9: Sand Dollar SearchLesson 10: The A-maze-ing Coordinate Plane
Lesson 13: Interpreting Points on a Coordinate PlaneUnit 7Lesson 9: Sand Dollar SearchLesson 10: The A-maze-ing Coordinate PlaneLesson 11: Polygon Maker
Lesson 14: Distances on a Coordinate PlaneUnit 7Lesson 11: Polygon MakerLesson 12: Graph Telephone (Print available)
Lesson 15: Shapes on the Coordinate PlaneUnit 1Lesson 1: Shapes on a Plane [Free lesson]Lesson 2: LettersLesson 5: Exploring Triangles (Print available)Lesson 6: Triangles and ParallelogramsUnit 7Lesson 3: Exploring Parallelograms (Print available)Lesson 11: Polygon MakerLesson 12: Graph Telephone (Print available)
Topic 4: Common Factors and Common Multiples
Lesson 16: Common FactorsUnit 5Lesson 15: Common factors
Lesson 17: Common MultiplesUnit 5Lesson 14: Common Multiples
Lesson 18: Using Common Multiples and Common FactorsUnit 5Lesson 14: Common MultiplesLesson 15: Common factorsPractice Day 2 (Print available)
Topic 5: Let’s Put It to Work
Lesson 19: Drawing on the Coordinate PlaneUnit 7Lesson 11: Polygon MakerLesson 12: Graph Telephone (Print available)

Unit 8: Data Sets and Distributions

Topic 1: Data, Variability, and Statistical Questions
Lesson 1: Got Data?
Lesson 2: Statistical Questions		Unit 8Lesson 1: Screen TimeLesson 2: Dot Plots
Topic 2: Dot Plots and Distributions
Lesson 3: Representing Data Graphically
Lesson 4: Dot Plots
Lesson 5: Using Dot Plots to Answer Statistical Questions		Unit 8Lesson 2: Dot PlotsLesson 3: Minimum Wage (Print available) [Free lesson]Lesson 4: Lots More Dots
Lesson 6: Interpreting Histograms
Lesson 7: Using Histograms to Answer Statistical Questions
Lesson 8: Describing Distributions on Histograms		Unit 8Lesson 5: The Plot Thickens [Free lesson]Lesson 6: DIY Histograms (Print available)
Topic 3: Measures of Center and Variability
Lesson 9: Mean
Lesson 10: Finding and Interpreting the Mean as a Balance Point		Unit 8Lesson 7: Snack Time
Lesson 11: Variability and MADUnit 8Lesson 8: Pop It!
Lesson 12: Using Mean and MAD to Make ComparisonsUnit 8Lesson 9: Hoops
Topic 4: Median and IQR
Lesson 13: MedianUnit 8Lesson 11: Toy Cars [Free lesson]Lesson 12: In the News
Lesson 14: Comparing Mean and MedianUnit 8Lesson 12: In the News
Lesson 15: Quartiles and Interquartile RangeUnit 8Lesson 13: Pumpkin Patch
Lesson 16: Box PlotsUnit 8Lesson 14: Car, Plane, Bus, or Train? (Print available)
Lesson 17: Using Box PlotsUnit 8Lesson 14: Car, Plane, Bus, or Train? (Print available)Lesson 15: Hollywood Part 2Lesson 16: Hollywood Part 3 (Print available)Practice Day 2 (Print available)
Topic 5: Let’s Put It to Work
Lesson 18: Using Data to Solve ProblemsUnit 8Lesson 16: Hollywood Part 3 (Print available)

Unit 9: Putting It All Together

Topic 1: Making Connections
Lesson 1: Fermi Problems
Lesson 2: In Our Class Were the World		Unit 3Lesson 13: A Country as a Village
Lesson 3: Rectangle MadnessUnit 5Lesson 14: Common MultiplesLesson 15: Common factors
Topic 2: Voting
Lesson 4: How Do We Choose?Unit 2Lesson 13: City PlanningLesson 14: Lunch Waste (Print available)
Lesson 5: More than Two ChoicesUnit 3Lesson 13: A Country as a Village
Lesson 6: Picking RepresentativesUnit 8Lesson 16: Hollywood Part 3 (Print available)

Grade 7

Unit 1: Scale Drawings

Illustrative MathematicsDesmos Math 6–A1
Topic 1: Scaled Copies 
Lesson 1: What are Scaled Copies?Unit 1Lesson 1: Scaling Machines [Free lesson]
Lesson 2: Corresponding Parts and Scale FactorsUnit 1Lesson 2: Scaling Robots Unit 3Lesson 1: Toothpicks
Lesson 3: Making Scaled Copies
Lesson 4: Scaled Relationship		Unit 1Lesson 3: Make It Scale Unit 4Lesson 3: Sticker Sizes
Lesson 5: The Size and the Scale FactorUnit 1Lesson 4: Scale Factor Challenges
Lesson 6: Scaling and AreaUnit 1Lesson 5: TilesPractice Day 1 (Print available)
Topic 2: Scale Drawings 
Lesson 7: Scale DrawingsUnit 1Lesson 6: Introducing ScaleLesson 7: Will It Fit? (Print available) [Free lesson]
Lesson 8: Scale Drawings and Maps 
Lesson 9: Creating Scale Drawings
Lesson 10: Changing Scales in Scale Drawings		Unit 1Lesson 8: Scaling StatesLesson 9: Scaling BuildingsLesson 10: Room Redesign (Print available)
Lesson 11: Scales without Units 
Lesson 12: Units in Scale DrawingsUnit 1Lesson 8: Scaling StatesLesson 9: Scaling BuildingsLesson 10: Room Redesign (Print available)Practice Day 2 (Print available)
Topic 3: Let’s Put It to Work
Lesson 13: Draw It to ScaleUnit 1Lesson 10: Room Redesign (Print available)

Unit 2: Introducing Proportional Relationships

Topic 1: Representing Proportional Relationships with Tables
Lesson 1: One of These Things Is Not Like the OthersUnit 2Lesson 1: Paint [Free lesson] 
Lesson 2: Introducing Proportional Relationships with TablesUnit 2Lesson 2: Balloon FloatLesson 3: Sugary Drinks (Print available)Lesson 4: Robot Factory
Lesson 3: More About Constant of ProportionalityUnit 2Lesson 3: Sugary Drinks (Print available)Unit 4Lesson 3: Sticker Sizes
Topic 2: Representing Proportional Relationships with Equations 
Lesson 4: Proportional Relationships with EquationsUnit 2Lesson 4: Robot FactoryLesson 5: SnapshotsLesson 6: Two and Two (Print available) [Free lesson]Lesson 7: All Kinds of Equations
Lesson 5: Two Equations for Each Relationship
Lesson 6: Using Equations to Solve Problems		Unit 2Lesson 6: Two and Two (Print available) [Free lesson]Lesson 7: All Kinds of EquationsPractice Day
Topic 3: Comparing Proportional and Nonproportional Relationships 
Lesson 7: Comparing Relationships with TablesUnit 2Lesson 2: Balloon FloatLesson 3: Sugary Drinks (Print available)Lesson 4: Robot Factory
Lesson 8: Comparing Relationships with EquationsUnit 2Lesson 4: Robot FactoryLesson 5: SnapshotsLesson 6: Two and Two (Print available) [Free lesson]Lesson 7: All Kinds of EquationsLesson 11: Four RepresentationsLesson 12: Water Efficiency
Lesson 9: Solving Problems About Proportional RelationshipsUnit 2Lesson 12: Water Efficiency
Topic 4: Representing Proportional Relationships with Graphs
Lesson 10: Introducing Graphs of Proportional Relationships
Lesson 11: Interpreting Graphs of Proportional Relationships
Lesson 12: Using Graphs to Compare Relationships
Lesson 13: Two Graphs for Each Relationship		Unit 2Lesson 8: Dino Pops [Free lesson]Lesson 9: Gallon ChallengeLesson 10: Three TurtlesLesson 11: Four RepresentationsLesson 12: Water Efficiency
Topic 5: Let’s Put It to Work
Lesson 14: For RepresentationsUnit 2Lesson 11: Four Representations (Print available)
Lesson 15: Using Water EfficiencyUnit 2Lesson 12: Water Efficiency

Unit 3: Measuring Circles

Topic 1: Circumference of a Circle 
Lesson 1: How Well Can You Measure?Unit 3Lesson 1: Toothpicks
Lesson 2: Exploring Circles
Lesson 3: Exploring Circumference
Lesson 4: Applying Circumference		Unit 3Lesson 2: Is It a Circle?Lesson 3: Measuring Around [Free lesson]
Lesson 5: Circumference and Wheels 
Topic 2: Area of a Circle
Lesson 6: Estimating AreasUnit 3Lesson 5: Area Strategies
Lesson 7: Exploring the Area of a Circle
Lesson 8: Relating Area to Circumference		Unit 3Lesson 5: Area StrategiesLesson 6: Radius Squares (Print available)Lesson 7: Why Pi?Lesson 8: Area Challenges [Free lesson]Lesson 9: Circle vs. SquarePractice Day 2 (Print available)
Lesson 9: Applying Area of CirclesUnit 3Lesson 6: Radius Squares (Print available)
Topic 3: Let’s Put It to Work
Lesson 10: Distinguishing Circumference and AreaUnit 3Lesson 7: Why Pi?
Lesson 11: Stained-Glass WindowsUnit 3Lesson 5: Area StrategiesLesson 6: Radius Squares (Print available)

Unit 4: Proportional Relationships and Percentages

Topic 1: Proportional Relationships with Fractions 
Lesson 1: Lots of Flags
Lesson 2: Ratios and Rates with Fractions
Lesson 3: Revisiting Proportional Relationships
Lesson 4: Half as Much Again		Unit 4Lesson 1: Mosaics [Free lesson]Lesson 2: Peach Cobbler (Print available)Lesson 3: Sticker Sizes
Lesson 5: Say It with Decimals 
Topic 2: Percent Increase and Decrease 
Lesson 6: Increasing and DecreasingUnit 4Lesson 4: More and LessLesson 5: All the EquationsLesson 6: 100% (Print available)Lesson 7: Percent machines [Free lesson]Lesson 8: Tax and TipLesson 9: Minimum Wage (Print available)Lesson 10: Cost of College (Print available)Lesson 11: Bookcase BuilderLesson 12: Posing Percent Problems [Free lesson]
Lesson 7: One Hundred percentUnit 4Lesson 6: 100% (Print available)
Lesson 8: Percent Increase and Decrease with EquationsUnit 4Lesson 5: All the Equations
Lesson 9: More and Less than 1% 
Topic 3: Applying Percentages
Lesson 10: Tax and Tip
Lesson 11: Percentage Contexts		Unit 4Lesson 8: Tax and TipLesson 9: Minimum Wage (Print available)Lesson 10: Cost of College (Print available)Lesson 11: Bookcase BuilderLesson 12: Posing Percent Problems [Free lesson]
Lesson 12: Finding the PercentagesUnit 4Lesson 4: More and Less
Lesson 13: Measurement Error
Lesson 14: Percent Error
Lesson 15: Error Intervals		Unit 4Lesson 11: Bookcase Builder
Topic 4: Let’s Put It to Work 
Lesson 16: Posing Percent ProblemsUnit 4Lesson 8: Tax and TipLesson 9: Minimum Wage (Print available)Lesson 10: Cost of College (Print available)Lesson 11: Bookcase BuilderLesson 12: Posing Percent Problems [Free lesson]Practice Day

Unit 5: Rational Number Arithmetic

Topic 1: Interpreting Negative Numbers 
Lesson 1: Interpreting Negative NumbersUnit 5Lesson 1: Floats and Anchors [Free lesson]
Topic 2: Adding and Subtracting Rational Numbers
Lesson 2: Changing Temperatures
Lesson 3: Changing Elevation		Unit 5Lesson 2: More Floats and AnchorsLesson 3: BumpersLesson 4: Draw Your Own (Print available) [Free lesson]
Lesson 4: Money and Debts 
Lesson 5: Representing SubtractionUnit 5Lesson 5: Number Puzzles
Lesson 6: Subtracting Rational Numbers
Lesson 7: Adding and Subtracting to Solve Problems		Unit 5Lesson 3: BumpersLesson 4: Draw Your Own (Print available) [Free lesson]Lesson 5: Number PuzzlesLesson 10: Integer Puzzles [Free lesson]Lesson 11: Changing TemperaturesLesson 13: Solar Panels and More (Print available)Practice Day 1 (Print available)
Topic 3: Multiplying and Dividing Rational Numbers
Lesson 8: Position, Speed, and Direction
Lesson 9: Multiplying Rational Numbers
Lesson 10: Multiply!		Unit 5Lesson 7: Back in Time
Lesson 11: Dividing Rational NumbersUnit 5Lesson 8: Speeding Turtles
Lesson 12: Negative Rates 
Topic 4: Four Operations with Rational Numbers 
Lesson 13: Expressions with Rational NumbersUnit 5Lesson 9: Expressions (Print available)
Lesson 14: Solving Problems with Rational NumbersLesson 11: Changing Temperatures
Lesson 12: Arctic Ice Sea (Print available)
Lesson 13: Solar Panels and More (Print available)
Topic 5: Solving Equations When There Are Negative Numbers 
Lesson 15: Making and Measuring Boxes 
Lesson 16: Representing Contexts with Equations 
Topic 6: Let’s Put It to Work 
Lesson 17: The Stock market

Unit 6: Expressions, Equations, and Inequalities

Topic 1: Representing Situations of the Form px + q = r and p(x + q) = r
Lesson 1: Relationships Between Quantities
Unit 2 Lesson 1: Paint [Free lesson] Lesson 2: Balloon Float
Unit 4 Lesson 1: Mosaics [Free lesson] Lesson 2: Peach Cobbler (Print available)
Unit 6 Lesson 1: Toothpicks and Tiles
Lesson 2: Reasoning about Contexts with Tape Diagrams
Lesson 3: Reasoning about Equations with Tape Diagrams
Lesson 4: Reasoning about Equations and Tape Diagrams (Part 1)
Lesson 5: Reasoning about Equations and Tape Diagrams (Part 2)		Unit 6Lesson 2: Smudged ReceiptsLesson 3: EquationsLesson 4: Seeing Structure (Print available)
Lesson 6: Distinguishing between Two Types of SituationsUnit 6Lesson 6: Balancing EquationsLesson 7: Keeping It True (Print available)
Topic 2: Solving Equations of the Form px + q = r and p(x + q) = r and Problems That lead to Those Equations 
Lesson 7: Reasoning about Solving Equations (Part 1)Unit 6Lesson 5: Balancing MovesLesson 6: Balancing EquationsLesson 7: Keeping It True (Print available) 
Lesson 8: Reasoning about Solving Equations (Part 2)Unit 6Lesson 5: Balancing MovesLesson 6: Balancing EquationsLesson 7: Keeping It True (Print available)Lesson 9: Always-Equal Machines
Topic 9 Dealing with Negative Numbers 
Lesson 10: Different Options for Solving One EquationUnit 6Lesson 7: Keeping It True (Print available)Lesson 9: Always-Equal MachinesLesson 10: Collect the Squares [Free lesson]Lesson 11: Equation Roundtable (Print available)
Lesson 11: Using Equations to Solve ProblemsUnit 6Lesson 12: Community Day (Print available)
Lesson 12: Solving Problems about Percent Increase or DecreaseUnit 4Lesson 10: Cost of College (Print available)
Topic 3: Inequalities 
Lesson 13: Reintroducing InequalitiesUnit 6Lesson 13: I Saw the SignsLesson 15: BudgetingLesson 16: Shira the Sheep [Free lesson]
Lesson 14: Finding Solutions to Inequalities in Context
Lesson 15: Efficiency Solving Inequalities		Unit 6Lesson 14: Unbalanced HangersLesson 15 Budgeting (Print available)Lesson 16: Shira the Sheep [Free lesson]Lesson 17: Write Them and Solve Them (Print available)
Lesson 16: Interpreting Inequalities
Lesson 17: Modeling with Inequalities		Unit 6Lesson 16: Shira the Sheep [Free lesson]Lesson 17: Write Them and Solve Them (Print available)Practice Day 2 (Print available)
Topic 4: Writing Equivalent Expressions 
Lesson 18: Subtraction in Equivalent ExpressionsUnit 6Lesson 9: Always-Equal MachinesLesson 10: Collect the Squares [Free lesson]Lesson 11: Equation Roundtable (Print available) 
Lesson 19: Expanding and FactoringUnit 6Lesson 8: Factoring and Expanding (Print available)Lesson 11: Equation Roundtable (Print available)
Lesson 20: Combining Like Terms (Part 1)
Lesson 21: Combining Like Terms (Part 2)
Lesson 22: Combining Like Terms (Part 3)		Unit 6Lesson 2: Smudged ReceiptsLesson 6: Balancing EquationsLesson 8: Factoring and Expanding (Print available)Lesson 9: Always-Equal MachinesLesson 10: Collect the Squares [Free lesson]Lesson 11: Equation Roundtable (Print available)Practice Day 1 (Print available)
Topic 5: Let’s Put It to Work
Lesson 23: Applications of ExpressionsUnit 6Lesson 12: Community Day (Print available)

Unit 7: Angles, Triangles, and Prisms

Topic 1: Angle Relationships
Lesson 1:Relationships of Angles
Unit 7 Lesson 1: Pinwheels Lesson 2: Friendly Angles [Free lesson] Lesson 3: Angle Diagrams
Lesson 2: Adjacent Angles
Lesson 3: Nonadjacent Angles		Unit 7Lesson 2: Friendly Angles [Free lesson]Lesson 3: Angle Diagrams
Lesson 4: Solving for Unknown AnglesUnit 7Lesson 2: Friendly Angles [Free lesson]Lesson 3: Angle DiagramsLesson 4: Missing Measures (Print available)
Lesson 5: Using Equations to Solve for Unknown AnglesUnit 7Lesson 3: Angle DiagramsLesson 4: Missing Measures (Print available) [Free lesson]
Topic 2: Drawing Polygons with Given Conditions 
Lesson 6: Building Polygons (Part 1)
Lesson 7: Building Polygons (Part 2)		Unit 7Lesson 6: Is It Enough?
Lesson 8: Triangles with 3 Common MeasuresUnit 7Lesson 13: Popcorn Possibilities
Lesson 9: Drawing Triangles (Part 1)
Lesson 10: Drawing Triangles (Part 2)		Unit 7Lesson 5: Can You Build It? [Free lesson]Lesson 6: Is It Enough?Lesson 7: More Than OneLesson 8: Can You Draw It? (Print available)Practice Day 1 (Print available)
Topic 3: Solid Geometry
Lesson 11: Slicing SolidsUnit 7Lesson 9: Slicing Solids
Lesson 12: Volume of Right PrismsUnit 7Lesson 10: Simple Prisms
Lesson 13: Decomposing Bases for AreasUnit 7Lesson 11: More Complicated Prisms
Lesson 14: Surface Area of Right PrismsUnit 7Lesson 10: Simple PrismsLesson 11: More Complicated PrismsLesson 12: Surface Area Strategies (Print available)
Lesson 15: Distinguishing Volume and Surface Area
Lesson 16: Applying Volume and Surface AreaUnit 7Lesson 13: Popcorn Possibilities
Topic 4: Let’s Put It to Work
Lesson 17: Building Prisms

Unit 8: Probability and Sampling

Topic 1: Probabilities of Single Step Events
Lesson 1: Mystery Bags
Lesson 2: Chance Experiments
Lesson 3: What Are Probabilities?		Unit 8 Lesson 1: How Likely? (Print available) [Free lesson] Lesson 2: Prob-bear-bilities [Free lesson] Lesson 3: Mystery Bag
Lesson 4: Estimating Probabilities Through Repeated ExperimentsUnit 8Lesson 4: Spin ClassLesson 5: Is It Fair?Lesson 6: Fair Games
Lesson 5: More Estimating ProbabilitiesUnit 8Lesson 6: Fair GamesLesson 7: Weather or NotLesson 9: Car, Bike, or Train? (Print available)
Lesson 6: Estimating Probabilities Using SimulationUnit 8Lesson 6: Fair GamesLesson 7: Weather or NotLesson 8: Simulate ItLesson 9: Car, Bike, or Train? (Print available)
Topic 2: Probabilities of Multi-step Events
Lesson 7: Simulating Multi-step EventsUnit 8Lesson 7: Weather or NotLesson 8: Simulate ItLesson 9: Car, Bike, or Train? (Print available)
Lesson 8: Keeping Track of All Possible OutcomesUnit 8Lesson 4: Spin ClassLesson 5: Is It Fair?Lesson 6: Fair Games
Topic 9: Multi-step experiments
Lesson 10: Designing SimulationsUnit 8Lesson 7: Weather or NotLesson 8: Simulate ItLesson 9: Car, Bike, or Train? (Print available)
Topic 3: Sampling
Lesson 11: Comparing Groups
Lesson 12: Larger Populations
Lesson 13: What Makes a Good Sample?
Lesson 14: Sampling in a Fair Way		Unit 8Lesson 10: Crab Island [Free lesson]Lesson 11: Headlines
Topic 4: Using Samples
Lesson 15: Estimating Population Measures of Center
Lesson 16: Estimating Population Proportions		Unit 8 Lesson 9: Car, Bike, or Train? (Print available)Lesson 10: Crab Island [Free lesson]Lesson 11: HeadlinesLesson 12: Flower Power
Lesson 17: More about Sampling Variability
Lesson 18: Comparing Populations Using Samples
Lesson 19: Comparing Populations with Friends		Unit 8Lesson 9: Car, Bike, or Train? (Print available)Lesson 10: Crab Island [Free lesson]Lesson 13: Plots and SamplesLesson 14: School Newspaper (Print available)Lesson 15: Asthma Rates (Print available)
Topic 5: Let’s Put It to Work
Lesson 20: Memory TestUnit 8Lesson 14: School Newspaper (Print available)Lesson 15: Asthma Rates (Print available)

Grade 8

Unit 1: Rigid Transformations and Congruence

Illustrative MathematicsDesmos Math 6–A1
Topic 1: Rigid Transformations 
Lesson 1: Moving in the PlaneUnit 1Lesson 1: Transformers [Free lesson]
Lesson 2: Naming the MovesUnit 1Lesson 2: Spinning, Flipping, Sliding [Free lesson]
Lesson 3: Grid MovesUnit 1Lesson 3: Transformation GolfLesson 4: Moving Day (Print available) [Free lesson]Lesson 5: Getting CoordinatedUnit 3Lesson 6: Translations
Lesson 4: Making the MovesUnit 1Lesson 1: Transformers [Free lesson]Lesson 2: Spinning, Flipping, Sliding [Free lesson]Lesson 4: Moving Day (Print available) [Free lesson]Lesson 5: Getting Coordinated
Lesson 5: Coordinate MovesUnit 1Lesson 4: Moving Day (Print available) [Free lesson]Lesson 5: Getting Coordinated
Lesson 6: Describing TransformationsUnit 1Lesson 5: Getting CoordinatedLesson 6: Connecting the Dots [Free lesson]
Topic 2: Properties of Rigid Transformations 
Lesson 7: No Bending or StretchingUnit 1Lesson 7: No Bending, No Stretching
Lesson 8: Rotation PatternsUnit 1Lesson 1: Transformers [Free lesson]Lesson 2: Spinning, Flipping, Sliding [Free lesson]Lesson 4: Moving Day (Print available) [Free lesson]Lesson 5: Getting Coordinated
Lesson 9: Moves in Parallel
Lesson 10: Composing Figures		Unit 1 Lesson 10: Transforming Angles
Topic 3: Congruence 
Lesson 11: What is the Same?
Lesson 12: Congruent Polygons
Lesson 13: Congruence		Unit 1 Lesson 7: Are They the Same?Lesson 9: Are They Congruent?Practice Day (Print available)
Topic 4: Angles in a Triangle
Lesson 14: Alternate Interior Angles
Lesson 15: Adding the Angles in a Triangle		Unit 1 Lesson 11: Tearing It Up (Print available)
Lesson 16: Parallel Lines and the Angles in a TriangleUnit 1 Lesson 10: Transforming Angles
Topic 5: Let’s Put It to Work
Lesson 17: Rotate and TessellateLesson 13: Tessellate [Free lesson]

Unit 2: Dilations, Similarity, and Introducing Slope

Topic 1: Dilations
Lesson 1: Projecting and ScalingUnit 2Lesson 1: Sketchy Dilations [Free lesson]Lesson 2: Dilation Mini Golf (Print available) [Free lesson]
Lesson 2: Circular Grid
Lesson 3: Dilations with No Grid
Lesson 4: Dilations on a Square Grid
Lesson 5: More Dilations		Unit 2Lesson 1: Sketchy Dilations [Free lesson]Lesson 2: Dilation Mini Golf (Print available) [Free lesson]Lesson 3: Match My DilationLesson 4: Dilations on a Plane
Topic 2: Similarity 
Lesson 6: SimilarityUnit 2Lesson 5: Transformations Golf with DilationsLesson 6: Social Scavenger Hunt (Print available) [Free lesson]
Lesson 7: Similar Polygons 
Lesson 8: Similar Triangles
Lesson 9: Side Length Quotients in Similar Triangles		Unit 2Lesson 7: Are Angles Enough?Lesson 8: Shadows
Topic 3: Slope
Lesson 10: Meet SlopeUnit 2Lesson 9: Water SlideLesson 10: Points on a PlanePractice Day (Print available)Unit 3Lesson 3: PostersLesson 4: Stacking CupsLesson 5: Flags [Free lesson]Lesson 6: Translations Unit 4Lesson 8: When Are They the Same?
Lesson 11: Writing Equations of LinesUnit 3Lesson 3: PostersLesson 6: TranslationsLesson 10: SolutionsLesson 11: Pennies and Quarters Unit 4Lesson 3: Balanced MovesLesson 4: More Balanced Moves (Print available)
Lesson 12: Using Equations of LinesUnit 3Lesson 9: Coin Capture
Topic 4: Let’s Put It to Work
Lesson 13: The Shadow KnowsUnit 2Lesson 8: Shadows

Unit 3: Linear Relationships

Topic 1: Proportional Relationships 
Lesson 1: Understanding Proportional RelationshipsUnit 3Lesson 1: Turtle Time Trials [Free lesson]
Lesson 2: Graphs of Proportional RelationshipsUnit 3Lesson 1: Turtle Time Trials [Free lesson]Lesson 2: Water Tank Unit 5Lesson 4: Window Frames
Lesson 3: Representing Proportional RelationshipsUnit 3Lesson 1: Turtle Time Trials [Free lesson] Unit 5Lesson 4: Window FramesLesson 6: Graphing StoriesLesson 7: Feel the Burn (Print available) [Free lesson]Lesson 8: Charge! (Print available)
Lesson 4: Comparing Proportional RelationshipsUnit 3Lesson 3: Posters
Topic 2: Representing Linear Relationships
Lesson 5: Introduction to Linear RelationshipsUnit 3Lesson 1: Turtle Time Trials [Free lesson]Lesson 4: Stacking CupsUnit 5Lesson 6: Graphing StoriesLesson 7: Feel the Burn (Print available) [Free lesson]Lesson 8: Charge! (Print available)
Lesson 6: More Linear RelationshipsUnit 5Lesson 6: Graphing StoriesLesson 7: Feel the Burn (Print available) [Free lesson]Lesson 8: Charge! (Print available)
Lesson 7: Representations of Linear RelationshipsUnit 3Lesson 5: Flags [Free lesson]Lesson 6: Graphing StoriesLesson 7: Feel the Burn (Print available) [Free lesson]Lesson 8: Charge! (Print available)
Lesson 8: Translating y = mx + bUnit 3Lesson 3: PostersLesson 6: Translations
Topic 3: Finding Slopes 
Lesson 9: Slopes Don’t Have to be PositiveUnit 3Lesson 5: Flags [Free lesson]Lesson 6: TranslationsLesson 7: Water CoolerLesson 8: Landing Planes
Lesson 10: Calculating SlopeUnit 3Lesson 7: Water CoolerLesson 8: Landing Planes
Lesson 11: Equations of All Kinds of LinesUnit 3Lesson 3: PostersLesson 4: Stacking CupsLesson 5: Flags [Free lesson]Lesson 6: Translations
Topic 4: Linear Equations 
Lesson 12: Solutions to Linear EquationsUnit 3Lesson 3: PostersLesson 6: TranslationsLesson 10: Solutions Unit 4Lesson 3: Balanced MovesLesson 4: More Balanced Moves (Print available)
Lesson 13: More Solutions to Linear EquationsUnit 3 Lesson 4: Stacking CupsLesson 5: Flags [Free lesson]Lesson 6: TranslationsLesson 7: Water CoolerLesson 10: Solutions
Topic 5: Let’s Put It to Work 
Lesson 14: Using Linear Relations to Solve ProblemsUnit 3 Lesson 11: Pennies and Quarters

Unit 4: Linear Equations and Linear Systems

Topic 1: Puzzle Problems 
Lesson 1: Number PuzzlesUnit 4Lesson 1: Number machines
Topic 2: Linear Equation in One Variable 
Lesson 2: Keeping the Equation BalancedUnit 4Lesson 2: Keep It Balanced
Lesson 3: Balanced MovesUnit 4Lesson 3: Balanced Moves
Lesson 4: More Balanced MovesUnit 4Lesson 4: More Balanced Moves (Print available)
Lesson 5: Solving Any Linear EquationUnit 4Lesson 4: More Balanced Moves (Print available)Lesson 5: Equation Roundtable (Print available) [Free lesson]Lesson 6: Strategic Solving (Print available)
Lesson 6: Strategic SolvingUnit 4Lesson 5: Equation Roundtable (Print available) [Free lesson]Lesson 6: Strategic Solving (Print available)
Lesson 7: All, Some, or No Solutions
Lesson 8: How many Solutions?		Unit 4Lesson 7: All, Some, or None?
Lesson 9: When Are They the SameUnit 4Lesson 8: When Are They the Same?
Topic 3: Systems of Linear Equations
Lesson 10: On or Off the Line?Unit 4Lesson 7: All, Some, or None?Lesson 8: When Are They the Same?Lesson 13: All, Some, or None? Part 2
Lesson 11: On Both of the Lines
Lesson 12: Systems of Equations
Lesson 13: Solving Systems of Equations		Unit 4 Lesson 9: On or Off the Line?Lesson 10: On Both LinesLesson 11: Make Them Balance [Free lesson]Lesson 12: Line Zapper [Free lesson]Lesson 13: All, Some, or None? Part 2Practice Day 2 (Print available)
Lesson 14: Solving More Systems 
Lesson 15: Writing Systems of EquationsUnit 4 Lesson 14: Strategic Solving, Part 2 (Print available)
Topic 4: Let’s Put It to Work 
Lesson 16: Posing Problems with Systems of EquationsUnit 4 Lesson 14: Strategic Solving, Part 2 (Print available)

Unit 5: Functions and Volume

Topic 1: Inputs and Outputs 
Lesson 1: Inputs and OutputsUnit 5Lesson 1: Turtle Crossing [Free lesson]Lesson 2: Guess My Rule [Free lesson]
Lesson 2: Introduction to FunctionsUnit 5Lesson 1: Turtle Crossing [Free lesson]Lesson 2: Guess My Rule [Free lesson]Lesson 3: Function or Not?
Topic 2: Representing and Interpreting Functions 
Lesson 3: Equations of FunctionsUnit 3Lesson 1: Turtle Time Trials [Free lesson] Unit 5Lesson 3: Function or Not?Lesson 4: Window Frames
Lesson 4: Tables, Equations, and Graphs of Functions
Lesson 5: More Graphs of Functions		Unit 5Lesson 4: Window FramesLesson 5: The Tortoise and the Hare [Free lesson]Lesson 6: Graphing StoriesLesson 7: Feel the Burn (Print available) [Free lesson]Lesson 8: Charge! (Print available)
Lesson 6: Even More Graphs of Functions 
Lesson 7: Connecting Representations of FunctionsUnit 5Lesson 7: Feel the Burn (Print available) [Free lesson]Lesson 8: (Print available)Charge!
Topic 3: Linear Functions and Rates of Change
Lesson 8: Linear FunctionsUnit 2Lesson 9: Water SlideLesson 10: Points on a PlaneUnit 3Lesson 4: Stacking CupsLesson 5: Flags [Free lesson]Lesson 6: Translations
Lesson 9: Linear ModelsUnit 5Lesson 3: PostersLesson 5: The Tortoise and the Hare [Free lesson]Lesson 6: Graphing StoriesLesson 7: Feel the Burn (Print available) [Free lesson]
Lesson 10: Piecewise Linear FunctionsUnit 5Lesson 9: Piecing It Together
Topic 4: Cylinder and Cones 
Lesson 11: Filling Containers 
Lesson 12: How Much Will Fit? 
Lesson 13: The Volume of a CylinderUnit 5Lesson 10: Volume LabLesson 11: Cylinders [Free lesson]Lesson 12: Scaling Cylinders
Lesson 14: Finding Cylinder DimensionsUnit 5Lesson 10: Volume LabLesson 11: Cylinders [Free lesson]Lesson 12: Scaling CylindersLesson 14: Missing Dimensions (Print available)
Lesson 15: The Volume of a ConeUnit 5Lesson 10: Volume LabLesson 13: Cones [Free lesson]Lesson 14: Missing Dimensions (Print available)
Lesson 16: Finding Cone DimensionsUnit 5Lesson 12: Scaling CylindersLesson 13: Cones [Free lesson]Lesson 14: Missing Dimensions (Print available)
Topic 5: Dimensions and Spheres 
Lesson 17: Scaling One DimensionUnit 5Lesson 12: Scaling Cylinders
Lesson 18: Scaling Two Dimensions 
Lesson 19: Estimating a Hemisphere 
Lesson 20: The Volume of a Sphere
Lesson 21: Cylinders, Cones, and Spheres		Unit 5Lesson 15: SpheresPractice Day 2 (Print available)
Topic 6: Let’s Put It to Work 
Lesson 22: Volume As a Function of …Unit 5Lesson 15: Spheres

Unit 6: Associations in Data

Topic 1: Does This Predict That? 
Lesson 1: Organizing DataUnit 6 Lesson 1: Click Battle
Lesson 2: Plotting DataUnit 6 Lesson 2: Wing Span
Topic 2: Associations in Numerical Data 
Lesson 3: What a Point in a Scatter Plot MeansUnit 6 Lesson 1: Click BattleLesson 2: Wing SpanLesson 3: Robots [Free lesson]Lesson 7: Scatter Plot City
Lesson 4: Fitting a LineUnit 6 Lesson 4: Dapper Cats [Free lesson]Lesson 5: Fit Fights [Free lesson]Lesson 6: Interpreting SlopesLesson 8: Animal BrainsPractice Day 1 (Print available) [Free lesson]Practice Day 2 (Print available)
Lesson 5: Describing Trends in Scatter PlotsUnit 6 Lesson 1: Click BattleLesson 2: Wing SpanLesson 3: Robots [Free lesson]Lesson 7: Scatter Plot City(Print available)Practice Day 1 [Free lesson]
Lesson 6: The Slope of a Fitted LineUnit 6 Lesson 6: Interpreting SlopesLesson 7: Scatter Plot CityPractice Day 1 (Print available) [Free lesson]Practice Day 2 (Print available)
Lesson 7: Observing More patterns in Scatter PlotsUnit 6 Lesson 1: Click BattleLesson 2: Wing SpanLesson 3: Robots [Free lesson]Lesson 7: Scatter Plot City
Lesson 8: Analyzing Bivariate DataUnit 6Lesson 9: Tasty Fruit
Topic 3: Associations in Categorical data 
Lesson 9: Looking for AssociationsUnit 6Lesson 10: Finding Associations [Free lesson]Lesson 11: Federal BudgetsPractice Day 3 (Print available)
Lesson 10: Using Data Displays to Find associationsUnit 6Lesson 10: Finding Associations [Free lesson]Lesson 9: Tasty Fruit
Topic 4: Let’s Put It to Work
Lesson 11: Gone in 30 SecondsUnit 6Lesson 11: Federal Budgets

Unit 7: Exponents and Scientific Notation

Topic 1: Exponent Review 
Lesson 1: Exponent ReviewUnit 7 Lesson 1: Circles [Free lesson]Lesson 2: Combining Exponents
Topic 2: Exponent Rules 
Lesson 2: Multiplying Powers of 10
Lesson 3: Powers of Powers of 10
Lesson 4: Dividing Powers of 10		Unit 7 Lesson 3: Power Pairs (Print available) [Free lesson]Lesson 4: Rewriting Powers  
Lesson 5: Negative Exponents with Powers of 10Unit 7 Lesson 5: Zero and Negative ExponentsLesson 6: Write a Rule (Print available)Practice Day 1 (Print available)
Lesson 6: What about Other Bases? 
Lesson 7: Practice with Rational Bases
Lesson 8: Combining Bases 
Topic 3: Scientific Notation 
Lesson 9: Describing Large and Small Numbers using Powers of 10Unit 7 Lesson 7: Scales and Weights
Lesson 10: Representing Large Numbers on the Number Line
Lesson 11: Representing Small Numbers on the Number Line		Unit 7 Lesson 8: Point Zapper
Lesson 12: Applications of Arithmetic with Powers of 10Unit 7  Lesson 8: Point ZapperLesson 9: Use Your Powers
Lesson 13: Defining Scientific Notation
Lesson 14: Multiplying, Dividing, and Estimating with Scientific Notation		Unit 7 Lesson 10: Solar System [Free lesson]Lesson 11: Balance the Scales [Free lesson]Lesson 13: Star Power
Lesson 15: Adding and Subtracting with Scientific NotationUnit 7 Lesson 10: Solar System [Free lesson]Lesson 11: Balance the Scales [Free lesson]Lesson 12: City LightsLesson 13: Star Power
Topic 4: Let’s Put It to Work
Lesson 16: Is a Smartphone Smart Enough to Go to the Moon?Lesson 13: Star Power Practice Day 2 (Print available)

Unit 8: Pythagorean Theorem and Irrational Numbers

Topic 1: Side Lengths and Areas of Squares
Lesson 1: The Areas of Squares and Their Side LengthsUnit 8Lesson 1: Tilted Squares
Lesson 2: Side Lengths and AreasUnit 8Lesson 2: From Squares to RootsLesson 3: Between Squares
Lesson 3: Rational and Irrational Numbers
Lesson 4: Square Roots on the Number Line
Lesson 5: Reasoning about Square RootsUnit 8Lesson 2: From Squares to RootsLesson 3: Between SquaresLesson 4: Root Down [Free lesson]Practice Day 1 (Print available)
Topic 2: The Pythagorean Theorem
Lesson 6: Finding Side Lengths of TrianglesUnit 8Lesson 6: The Pythagorean TheoremLesson 7: Pictures to Prove ItLesson 8: Triangle-Tracing Turtle [Free lesson]
Lesson 7: A Proof of the Pythagorean TheoremUnit 8Lesson 7: Pictures to Prove It
Lesson 8: Finding Unknown Side LengthsUnit 8Lesson 11: Pond Hopper
Lesson 9: The ConverseUnit 8Lesson 9: Make It Right
Lesson 10: Applications of the Pythagorean TheoremUnit 8Lesson 10: Taco Truck [Free lesson]
Lesson 11: Finding Distances in the Coordinate PlaneUnit 8Lesson 11: Pond Hopper
Topic 3: Side Lengths and Volumes of Cubes
Lesson 12: Edge Lengths and Volumes
Lesson 13: Cube Roots		Unit 8Lesson 5: Filling Cubes
Topic 4: Decimal Representation of Rational and Irrational Numbers
Lesson 14: Decimal Representation of Rational and Numbers
Lesson 15: Infinite Decimal expansions		Unit 8Lesson 12: Fractions to DecimalsLesson 13: Decimals to Fractions
Topic 5: Let’s Put It to Work
Lesson 16: When Is the Same Size Not the Same Size?Unit 8Lesson 10: Taco Truck [Free lesson]

Unit 9: Putting It All Together

Topic 1: Tessellations
Lesson 1: Tessellations of the Plane
Lesson 2: Regular Tessellations
Lesson 3: Tessellating Polygons
Topic 2: The Weather
Lesson 4: What Influences Temperature?
Lesson 5: Plotting the Weather
Lesson 6: Using and Interpreting a Mathematical Model

A curiosity-driven PreK–12 program that builds students’ lifelong math proficiency

Meet Amplify Desmos Math. Our structured, problem-based approach builds on students’ curiosity while strategically developing math fluency and lasting grade-level understanding. Amplify Desmos Math for grades K–8 has been rated all-green by EdReports.

Explore samples

Math that motivates

Picture a classroom where students are so eagerly engaged in a lesson, they wish it wouldn’t end. The room is buzzing with the sounds of natural curiosity. This is what an Amplify Desmos Math classroom looks and sounds like.

Request a demo to see how math can motivate.

A structured approach to problem-based learning

Amplify Desmos Math combines and connects conceptual understanding, procedural fluency, and application. Lessons are designed with the Proficiency Progression™, a model that provides teachers with clear instructional moves to build from students’ prior knowledge to grade-level learning.

A teacher stands in front of a classroom, pointing toward a screen, while students with raised hands sit at desks with laptops, engaging with the core curriculum through Amplify Desmos Math.

A powerful suite of math resources

Amplify Desmos Math fuses problem-based lessons, intervention, personalized practice, and assessments to create a cohesive and engaging experience that maintains academic rigor while meeting the needs of both students and teachers.

Data informs instruction. Comprehensive student profiles provide full data on students’ assets and skills, empowering teachers to provide just-in-time scaffolds throughout core instruction and targeted intervention when needed. Connect with a product expert to see it in action.

Two young girls sit at a table in a library or classroom, smiling and gesturing with their hands. Books and educational materials are on the table.

Student thinking is valuable and can be made evident.

We believe that math class is a place where teachers can elicit, celebrate, and build on their students’ interesting ideas. Those ideas fuel meaningful classroom conversations and drive the learning process.

Robust assessments that drive learning and inform instruction

A variety of performance data in Amplify Desmos Math provides evidence of student learning, while helping students bolster their skills. With explicit guidance on what to look for and how to respond, teachers can effectively support students as they develop their understanding.

A laptop screen displays a math question with a scatter plot about staff and wait times; a worksheet with a similar graph is shown in the background.
A laptop displays a math problem with illustrated students and a virtual keyboard. Behind it, a chart shows percentages for a Math 2 Beginning-of-Year Screener assessment.

Diagnostic screening and progress monitoring assessments identify what students know and can do.

Integrated mCLASS® Math assessments go beyond accuracy to reveal students’ math thinking through an asset-based approach. This data provides better insights about what students know, what math assets to leverage, and where students need support.

Reporting and insights

Teachers and administrators have visibility into what students know about grade-level math with a variety of data reports. By evaluating not only what students know about grade-level math but also providing insight into how they think, teachers can confidently plan whole-class instruction and targeted intervention.

A digital dashboard displays student names and their performance levels in a grid, with a score distribution summary for assessment items shown in an overlay—ideal for tracking progress within the core curriculum or Desmos Math programs.

Access to grade-level math for every student, every day

Amplify Desmos Math provides teachers with lessons, strategies, and resources to eliminate barriers and increase access to grade-level-content without reducing the mathematical demand of tasks—all while supporting students in building strong number sense, fluency, and conceptual understanding.

A five-step process for teaching with Amplify Desmos Math: activate prior knowledge, collaborate ideas, use facilitation tools, guide to grade-level understanding, and practice for lasting understanding within the core curriculum.

Differentiation when and where it matters most

Teachers are provided with clear student actions to look for, matched with immediately usable suggestions for how to respond to student thinking. Each lesson also includes recommendations for resources to use with students to support, strengthen, and stretch their understanding of the lesson goal.

Connect with a product expert to learn more.

Boost Math

Boost Math® drives tiered intervention and practice for grades K–8, bringing grade-level math within reach of every learner. Students are grouped into learning pathways based on assessment data for key math topics.

Visit Boost Math to learn more.

A boy wearing headphones sits at a desk, using a laptop in a classroom setting. A whiteboard and colorful posters highlight the mathematics curriculum in the background.

Personalized Learning

Personalized Learning™ extends each Amplify Desmos Math lesson with short, targeted digital activities designed around the day’s core concepts. Students receive just-in-time support based on their current understanding, helping them build fluency and confidence in the exact skills they’re working on in class.

Intervention Mini-Lessons aligned to core instruction

Amplify Desmos Math Mini-Lessons are aligned to the most critical topics throughout a unit and provide targeted intervention for small groups of students who need additional support or need more time.

Elevate math instruction with Amplify PD.

Amplify Desmos Math offers targeted professional development (PD) sessions designed to enhance teaching strategies, improving student engagement and mastery of mathematical concepts. Gain insights and techniques to maximize instructional effectiveness.

Explore Amplify Desmos Math PD

What’s included

The program integrates print and digital resources, along with manipulatives and Centers Kits in grades K–5, to help students build mathematical understanding, reason through mathematical ideas, and express their mathematical thinking. Resources are designed to support the educational rigor of daily core math instruction.

For students

  • Print Student Edition (two-volume)
  • Digital access to lesson resources and practice
  • Interactive Student Activity Screens
  • Responsive Feedback™
  • Collaboration tools
  • Personalized Learning
  • Hands-on manipulative kits
  • Additional Practice

For teachers

  • Print Teacher Edition (two-volume)
  • Digital access to planning and instruction resources
  • Presentation Screens
  • Facilitation and progress monitoring tools
  • Assessment and reporting suite, featuring mCLASS Assessments (grades K–8)
  • Assessment and Lesson Resources
  • Center Resources (grades K–5)
  • Intervention and Extension Resources
  • Math Language Development Resources
  • Additional Practice

Visual and dynamic interactions pique student interest and invite all students to engage in the mathematics.

  • Engaging interactions
  • Social, collaborative experiences
  • Teacher Dashboard
  • Teacher Presentation Screens
  • Digital facilitation tools
  • A powerful conversation toolkit

Amplify Classroom

Amplify Classroom is a free teaching and learning platform that places student engagement at the center of instruction.

Amplify Classroom features free lessons, lesson-building tools, sharing features, and more. Built by math educators, the platform makes leaning into good pedagogy easier for teachers—which makes the lesson a more interactive experience for students.

Create your teacher account at classroom.amplify.com.

Our free lessons can be used alongside any core math program. Click here to view crosswalks to core programs.

Ready to learn more?

Fill out this form and we’ll be in touch soon.

Explore more programs.

Our programs are designed to support and complement one another. Learn more about our related programs.

Boost Math

Boost Math is a differentiation program that helps students keep up with grade-l…

mCLASS Math

mCLASS Math is a math assessment program that uncovers students’ mathematical re…

Amplify Science

Amplify Science is a K–8 science curriculum that blends hands-on investigations,…

See all programs

A curiosity-driven K–12 program that builds students’ lifelong math proficiency

Meet Amplify Desmos Math. Our structured, problem-based approach builds on students’ curiosity while strategically developing math fluency and lasting grade-level understanding. Amplify Desmos Math for grades K–8 has been rated all-green by EdReports.

Explore samples

Math that motivates

Picture a classroom where students are so eagerly engaged in a lesson, they wish it wouldn’t end. The room is buzzing with the sounds of natural curiosity. This is what an Amplify Desmos Math classroom looks and sounds like.

Request a demo to see how math can motivate.

A structured approach to problem-based learning

Amplify Desmos Math combines and connects conceptual understanding, procedural fluency, and application. Lessons are designed with the Proficiency Progression™, a model that provides teachers with clear instructional moves to build from students’ prior knowledge to grade-level learning.

A five-step process for teaching with Amplify Desmos Math: activate prior knowledge, collaborate ideas, use facilitation tools, guide to grade-level understanding, and practice for lasting understanding within the core curriculum.

A powerful suite of math resources

Amplify Desmos Math fuses problem-based lessons, intervention, personalized practice, and assessments to create a cohesive and engaging experience that maintains academic rigor while meeting the needs of both students and teachers.

Data informs instruction. Comprehensive student profiles provide full data on students’ assets and skills, empowering teachers to provide just-in-time scaffolds throughout core instruction and targeted intervention when needed. Connect with a product expert to see it in action.

Two young girls sit at a table in a library or classroom, smiling and gesturing with their hands. Books and educational materials are on the table.

Student thinking is valuable and can be made evident.

We believe that math class is a place where teachers can elicit, celebrate, and build on their students’ interesting ideas. Those ideas fuel meaningful classroom conversations and drive the learning process.

Robust assessments that drive learning and inform instruction

A variety of performance data in Amplify Desmos Math provides evidence of student learning, while helping students bolster their skills. With explicit guidance on what to look for and how to respond, teachers can effectively support students as they develop their understanding.

A laptop screen displays a math question with a scatter plot about staff and wait times; a worksheet with a similar graph is shown in the background.
A laptop displays a math problem with illustrated students and a virtual keyboard. Behind it, a chart shows percentages for a Math 2 Beginning-of-Year Screener assessment.

Diagnostic screening and progress monitoring assessments identify what students know and can do.

Integrated mCLASS® Math assessments go beyond accuracy to reveal students’ math thinking through an asset-based approach. This data provides better insights about what students know, what math assets to leverage, and where students need support.

Reporting and insights

Teachers and administrators have visibility into what students know about grade-level math with a variety of data reports. By evaluating not only what students know about grade-level math but also providing insight into how they think, teachers can confidently plan whole-class instruction and targeted intervention.

A digital dashboard displays student names and their performance levels in a grid, with a score distribution summary for assessment items shown in an overlay—ideal for tracking progress within the core curriculum or Desmos Math programs.

Access to grade-level math for every student, every day

Amplify Desmos Math provides teachers with lessons, strategies, and resources to eliminate barriers and increase access to grade-level-content without reducing the mathematical demand of tasks—all while supporting students in building strong number sense, fluency, and conceptual understanding.

A teacher stands in front of a classroom, pointing toward a screen, while students with raised hands sit at desks with laptops, engaging with the core curriculum through Amplify Desmos Math.

Differentiation when and where it matters most

Teachers are provided with clear student actions to look for, matched with immediately usable suggestions for how to respond to student thinking. Each lesson also includes recommendations for resources to use with students to support, strengthen, and stretch their understanding of the lesson goal.

Connect with a product expert to learn more.

Boost Math

Boost Math® drives tiered intervention and practice for grades K–8, bringing grade-level math within reach of every learner. Students are grouped into learning pathways based on assessment data for key math topics.

Visit Boost Math to learn more.

A boy wearing headphones sits at a desk, using a laptop in a classroom setting. A whiteboard and colorful posters highlight the mathematics curriculum in the background.

Personalized Learning

Personalized Learning™ extends each Amplify Desmos Math lesson with short, targeted digital activities designed around the day’s core concepts. Students receive just-in-time support based on their current understanding, helping them build fluency and confidence in the exact skills they’re working on in class.

Intervention Mini-Lessons aligned to core instruction

Amplify Desmos Math Mini-Lessons are aligned to the most critical topics throughout a unit and provide targeted intervention for small groups of students who need additional support or need more time.

Elevate math instruction with Amplify PD.

Amplify Desmos Math offers targeted professional development (PD) sessions designed to enhance teaching strategies, improving student engagement and mastery of mathematical concepts. Gain insights and techniques to maximize instructional effectiveness.

Explore Amplify Desmos Math PD

What’s included

The program integrates print and digital resources, along with manipulatives and Centers Kits in grades K–5, to help students build mathematical understanding, reason through mathematical ideas, and express their mathematical thinking. Resources are designed to support the educational rigor of daily core math instruction.

For students

  • Student Edition (two-volume)
  • Digital access to lesson resources and practice
  • Interactive Student Activity Screens
  • Responsive Feedback™
  • Collaboration tools
  • Personalized Learning
  • Hands-on manipulative kits

For teachers

  • Teacher Edition (two-volume)
  • Digital access to planning and instruction resources
  • Presentation Screens
  • Facilitation and progress monitoring tools
  • Assessment and reporting suite, featuring mCLASS Assessments (grades K–8)
  • Assessment Resources
  • Center Resources (grades K–5)
  • Intervention and Extension Resources (grades K–8)

Visual and dynamic interactions pique student interest and invite all students to engage in the mathematics.

  • Engaging interactions
  • Social, collaborative experiences
  • Teacher Dashboard
  • Teacher Presentation Screens
  • Digital facilitation tools
  • A powerful conversation toolkit

Amplify Classroom

Amplify Classroom is a free teaching and learning platform that places student engagement at the center of instruction.

Amplify Classroom features free lessons, lesson-building tools, sharing features, and more. Built by math educators, the platform makes leaning into good pedagogy easier for teachers—which makes the lesson a more interactive experience for students.

Create your teacher account at classroom.amplify.com.

Our free lessons can be used alongside any core math program. Click here to view crosswalks to core programs.

Ready to learn more?

Fill out this form and we’ll be in touch soon.

Explore more programs.

Our programs are designed to support and complement one another. Learn more about our related programs.

Boost Math

Boost Math is a differentiation program that helps students keep up with grade-l…

mCLASS Math

mCLASS Math is a math assessment program that uncovers students’ mathematical re…

Amplify Science

Amplify Science is a K–8 science curriculum that blends hands-on investigations,…

See all programs

Welcome, LAUSD educators!

Introducing Amplify Desmos Math California, a curiosity-driven TK–12 program that builds lifelong math proficiency. Each lesson poses problems that invite a variety of approaches before guiding students to synthesize their understanding of the learning goals. Students encounter math problems they’re eager to solve, while teachers spend more time where it’s most impactful—creating a collaborative classroom of learners.

Start by watching our welcome video to the right, then learn more about the program and begin your review below.

Curriculum overview

Watch the videos below for an overview of Amplify Desmos Math California:

Built for California

An educational worksheet on robots, featuring a graph with red, purple, and blue robot icons, and instructions for a warm-up activity.

The Amplify Desmos Math California program is designed around the vision articulated in the Mathematics Framework for California Public Schools: Kindergarten Through Grade Twelve to enable all California students to become powerful users of mathematics. Our program incorporates the latest research in student learning, meaning that we:

  • Focus on the Big Ideas: Amplify Desmos Math California’s courses, units, and lessons are centered around the Big Ideas. Big Ideas, like standards, are not considered in isolation. In addition to each unit and lesson’s focal Big Ideas, Amplify Desmos Math California also provides connections among the Big Ideas across units and lessons.
  • Center on open and engaging tasks: Amplify Desmos Math California is grounded in engaging tasks meant to address students’ often-asked question: “Why am I learning this?”  Students are invited into learning with low-floor, high-ceiling tasks that provide an entry point for all. Open tasks in Amplify Desmos Math California provide the space for students to try on multiple strategies and represent their thinking in different ways, and allow student explanation and discussion to serve as the center of the classroom. All lessons offer both print and digital representations.
  • Provide enhanced digital experiences: Amplify Desmos Math California includes digitally-enhanced lesson activities, incorporating interactive digital tools alongside print materials. These purposefully-placed resources allow students to visualize mathematical concepts, receive actionable feedback while practicing, encounter personalized learning support from an onscreen tutor, and engage in discussions about their thinking and approaches.
  • Treat core instruction and differentiation as integral partners: The Amplify Desmos Math California curriculum provides teachers with lessons, strategies, and resources to eliminate barriers and increase access to grade-level content without reducing the mathematical demand of tasks. Every activity has multiple entry points to ensure that all students are supported and challenged. Intervention and personalized learning activities are directly connected to lesson content and offer students individualized support as they dive into the mathematics.

About the program

Taking the IM content further.

A laptop displays a math activity about platform heights and tube length, while a worksheet titled "Hamster Homes" is visible in the background.

Amplify Desmos Math California is a curiosity-driven program that builds lifelong math proficiency. Each lesson poses problems that invite a variety of approaches before guiding students to connect their understanding of the learning goals.

Students encounter math problems they’re eager to solve, while teachers spend more time where it’s most impactful: creating a collaborative classroom of learners.

We chose to base our program on the extensively field-tested IM K–12 MathTM authored by Illustrative Mathematics. IM K–12 Math is a problem-based curriculum. It asks students to grapple with well-designed and thoughtfully sequenced real-world mathematical problems to build their understanding of how to efficiently solve them.

Begin your review to see how we’ve taken the IM K–12 Math content further.

Begin your review

Using a Google Chrome or Safari web browser, click the orange button below or navigate to learning.amplify.com and select “Log in with Amplify.” Please note, these demo accounts expire on April 04, 2026.

K–8 English credentials

  • Username: t1.lausd_adm_k8@demo.tryamplify.net
  • Password: Amplify1-lausd_adm_k8

K–8 Spanish credentials

  • Username: t1.lausd_k8_spanish@demo.tryamplify.net
  • Password: Amplify1-lausd_k8_spanish

AGA credentials

  • Username: t1.lausd_aga@demo.tryamplify.net
  • Password: Amplify1-lausd_aga
Review now!

Welcome, LAUSD educators!

Introducing Amplify Desmos Math California, a curiosity-driven TK–12 program that builds lifelong math proficiency.

Our program fully aligns with LAUSD’s screen-time resolution. We are 100% print-based, with optional
technology resources available, in direct accordance with the school board’s newly approved guidelines.

Start by watching our welcome video to the right, then learn more about the program and begin your review below.

Curriculum overview

Watch the videos below for an overview of Amplify Desmos Math California:

Built for California

An educational worksheet on robots, featuring a graph with red, purple, and blue robot icons, and instructions for a warm-up activity.

The Amplify Desmos Math California program is designed around the vision articulated in the Mathematics Framework for California Public Schools: Kindergarten Through Grade Twelve to enable all California students to become powerful users of mathematics. Our program incorporates the latest research in student learning, meaning that we:

  • Focus on the Big Ideas: Amplify Desmos Math California’s courses, units, and lessons are centered around the Big Ideas. Big Ideas, like standards, are not considered in isolation. In addition to each unit and lesson’s focal Big Ideas, Amplify Desmos Math California also provides connections among the Big Ideas across units and lessons.
  • Center on open and engaging tasks: Amplify Desmos Math California is grounded in engaging tasks meant to address students’ often-asked question: “Why am I learning this?”  Students are invited into learning with low-floor, high-ceiling tasks that provide an entry point for all. Open tasks in Amplify Desmos Math California provide the space for students to try on multiple strategies and represent their thinking in different ways, and allow student explanation and discussion to serve as the center of the classroom. All lessons offer both print and digital representations.
  • Provide enhanced digital experiences: Amplify Desmos Math California includes digitally-enhanced lesson activities, incorporating interactive digital tools alongside print materials. These purposefully-placed resources allow students to visualize mathematical concepts, receive actionable feedback while practicing, encounter personalized learning support from an onscreen tutor, and engage in discussions about their thinking and approaches.
  • Treat core instruction and differentiation as integral partners: The Amplify Desmos Math California curriculum provides teachers with lessons, strategies, and resources to eliminate barriers and increase access to grade-level content without reducing the mathematical demand of tasks. Every activity has multiple entry points to ensure that all students are supported and challenged. Intervention and personalized learning activities are directly connected to lesson content and offer students individualized support as they dive into the mathematics.

About the program

Taking the IM content further.

A laptop displays a math activity about platform heights and tube length, while a worksheet titled "Hamster Homes" is visible in the background.

Amplify Desmos Math California is a curiosity-driven program that builds lifelong math proficiency. Each lesson poses problems that invite a variety of approaches before guiding students to connect their understanding of the learning goals.

Students encounter math problems they’re eager to solve, while teachers spend more time where it’s most impactful: creating a collaborative classroom of learners.

We chose to base our program on the extensively field-tested IM K–12 MathTM authored by Illustrative Mathematics. IM K–12 Math is a problem-based curriculum. It asks students to grapple with well-designed and thoughtfully sequenced real-world mathematical problems to build their understanding of how to efficiently solve them.

Begin your review to see how we’ve taken the IM K–12 Math content further.

Begin your review

Using a Google Chrome or Safari web browser, click the orange button below or navigate to learning.amplify.com and select “Log in with Amplify.”

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Review now!

Welcome, Idaho SMART educators and schools!

In alignment with the Idaho Department of Education’s K–3 Idaho SMART Project, mCLASSⓇ DIBELSⓇ 8th Edition has been selected to support the initiative’s goals. This selection reinforces Idaho’s commitment to ensuring every child reads proficiently by the end of third grade using evidence-based practices grounded in the Science of Reading.

Log in to access your mCLASS program and hundreds of resources at learning.amplify.com.

What’s new?

Want advice and answers from the Amplify team?

Amplify Help Center
A teacher sits at a table with three young students, holding a tablet. Colorful cards above them display phonetic symbols: /e/, /d/, and /r/.

About mCLASS in Idaho

mCLASS DIBELS 8th Edition will enable the early identification of students requiring additional reading support, providing the data and insights needed to build the strong literacy foundations envisioned in Idaho’s SMART Project through its collaborative work with leadership, district/building coaches, and educators.

mCLASS in Idaho is committed to providing literacy instruction for all by:

  • Aligning core curriculum, instruction, and assessments with the Science of Reading.
  • Providing appropriate literacy interventions to address the varying needs and challenges of reading development.
  • Implementing practices based on the Science of Reading in every classroom, every day.
  • Providing aligned resources to parents, guardians, and family members.

mCLASS is built on decades of research from the Center on Teaching and Learning at the University of Oregon, a national center for early childhood assessment and instruction. The measures are already in use in many districts in Idaho. The additional mCLASS suite includes reporting, grouping, lessons, and caregiver support.

Interested in more information? Watch the recording of the Idaho Department of Education’s overview of what is being offered to educators.

Check out the recording!

Transform your assessment and instructional skills with mCLASS DIBELS 8th Edition training.

Ready to master one of education’s most powerful assessment tools? Join our comprehensive mCLASS DIBELS 8th Edition training sessions and unlock the full potential of data-driven instruction!

You’ll gain:

  • Complete mastery of mCLASS essentials, from administration to scoring.
  • Confidence in using standardized assessment guidelines.
  • Expertise in leveraging powerful mCLASS reports and lessons.
  • Proven strategies to accelerate student outcomes through data-driven decisions.

Perfect for: Teachers, reading specialists, interventionists, and administrators who want to maximize student growth through precise assessment and targeted instruction.

Walk away ready to: Immediately implement what you’ve learned and start making a measurable impact on student reading achievement in your classroom or school.

Explore the abundant learning opportunities available for Idaho teachers and leaders below, including session recordings, training resources, and more. Don’t miss this opportunity to elevate your assessment expertise and drive real results for your students!

Register now

Interest Survey

Interested in hearing more and determining your school or district’s eligibility? Complete the interest survey below.

Take the survey!

What to expect next: 

  • An email from Amplify will be sent to schedule professional development based on your survey responses
  • Idaho SMART Project will verify school eligibility
  • Once approved, an Amplify representative will reach out to your technical contact and yourself and provide information on completing the Digital Onboarding
  • Schools or districts will then share roster data with Amplify 

Register now—limited spots available!

Support your implementation with our half-day virtual mCLASS DIBELS 8th Edition training sessions offered throughout the 2025–26 school year. Various session topics will be offered at strategic times to support teachers at critical times. Sessions will be conducted via Zoom, providing a convenient online format for districts seeking flexible professional development without full-site commitments.

mCLASS DIBELS 8th Edition initial training (3 hrs)

Participants will dive into the essentials of mCLASS DIBELS 8th Edition and leave ready to administer and score the assessment to collect data using standardized guidelines.

Register now!

mCLASS DIBELS 8th Edition: Creating a data-driven culture for teachers (3 hrs)

What’s next? Dive deep into mCLASS DIBELS 8th Edition reports and instructional recommendations to drive stronger student outcomes in your classroom. You will leave ready to leverage mCLASS progress monitoring and grouping tools to support a robust MTSS program.

Sessions coming soon.

mCLASS DIBELS 8th Edition: Administration and reporting training for leaders (3 hrs)

Prepare to implement mCLASS with your school or district. Determine systems-level actions that will ensure assessment fidelity and leave ready to leverage key admin reports to support data-informed decision making.

Sessions coming soon.

mCLASS DIBELS 8th Edition: Creating a data-driven culture for leaders (3 hrs)

Cultivate a school-wide culture of data-driven practices. Use mCLASS reports to drill into key school-level data and leave with a systems-level action plan to drive stronger student and teacher outcomes.

Sessions coming soon.

Looking for additional training? No problem. Reach out to your local Account Executive to explore our flexible training alternatives that work with your district’s unique schedule.

Coming soon!

Training resources

A teacher reads with two children while another teacher converses with a student; icons of an ear and a speech bubble are shown.

Explore the complete professional development library and the Amplify webinar library.

View the mCLASS DIBELS 8th Edition Benchmark Scoring in action:

Learn about additional assessment measures (RAN, Spelling, Vocabulary, Oral Language).

Explore more programs.

Flowchart showing five steps: mCLASS Assessment, Amplify CKLA, Boost Reading, mCLASS Intervention, and Science of Reading professional development in a circular progression.

Amplify’s proven suite of assessment, instruction, and intervention is the gold standard in early literacy. Our programs are designed to enable students to build robust foundational skills and grow at all reading levels. Unlock the full suite and learn more about our related programs today!

Get started with mCLASS

Contact us!

Yvonne Rhode
Senior Account Executive
yrohde@amplify.com

Skyler Dario
Account Executive
sdario@amplify.com

Welcome to Amplify Desmos Math California!

California educators, welcome to math that motivates. Introducing Amplify Desmos Math California, a curiosity-driven TK–12 program that builds lifelong math proficiency. Each lesson poses problems that invite a variety of approaches before guiding students to synthesize their understanding of the learning goals. Students encounter math problems they’re eager to solve, while teachers spend more time where it’s most impactful—creating a collaborative classroom of learners.

Keep reading to learn more about the program and explore sample materials.

About the program

Amplify Desmos Math California is a TK–12 core math program designed to meet the CA Math Framework and the Common Core State Standards for Mathematics. Amplify Desmos Math California thoughtfully combines conceptual understanding, procedural fluency, and application through a structured approach to problem-based learning. Through engaging activities, Amplify Desmos Math California invites curiosity and math discourse into the classroom to create lifelong math proficiency.

Continue reading to learn more about the K–8, Algebra 1, and Math 1 programs and to explore sample materials. (Spanish, TK and high school materials are in development and will be available in the 2026–27 school year. Geometry and Algebra 2 beta pilots will be available in the 2025–26 school year.)

A powerful math suite

Amplify Desmos Math California combines the best of assessment, problem-based core lessons, personalized practice, and intervention into a coherent and engaging experience for both students and teachers.

Laptop displaying a math problem interface with student assessment reports in the background.

Screening and progress monitoring

mCLASSⓇ Math benchmark assessments, along with the embedded program assessments, measure not just what students know, but how they think. The asset-based assessment system provides teachers with targeted, actionable insights, linked to core instruction and intervention resources. Unit- and lesson-level core assessments give teachers data at their fingertips to guide and differentiate instruction. In grades 3–8, core assessments and performance tasks are designed to prepare students for success on the Smarter Balanced Assessment Consortium (SBAC) testing.

Core instruction

Amplify Desmos Math California core lessons pair problems students are eager to solve with clear instructional moves for teachers. Each lesson is designed to tell a story by posing problems that invite a variety of approaches before guiding students to synthesize their understanding of the learning goals. With built-in differentiation and multilingual/English learner support, Amplify Desmos Math California enables every student to find success in the math classroom.

A digital math activity asks users to choose a block that makes 10 with a given number; a worksheet shows a similar "make 10" math exercise with blank spaces to fill in.
A digital educational screen showing a math problem about converting meters to centimeters. It involves a diving toy sinking 5 meters into a pool. Text prompts users to input the conversion.

Personalized Learning

Boost Personalized Learning activities help students access grade-level math through engaging, independent digital practice. Responsive Feedback adjusts to students’ work, providing item-level adaptivity to further support their learning.

Differentiation and intervention

Amplify Desmos Math views differentiation as an ongoing process where teachers are both reactive and proactive to student needs, ensuring that all students have clear pathways to proficiency. Through rich data and teacher support, Amplify Desmos Math uses flexible categories of intervention and enrichment that adjust daily according to student thinking.

In-the-moment differentiation supports are available for every lesson, both digitally and in the print Teacher Edition.

Learn more
Two pages of a math worksheet and teacher’s guide about determining coordinates after a rotation, featuring diagrams, tables, and step-by-step problem-solving instructions.

An approach that supports teachers

Clear, step-by-step instructional moves help teachers plan and teach student-centered lessons that use
student thinking to differentiate instruction and guide to grade-level understanding. They include:

  • Guidance on what to listen for and how
    to respond.
  • Clear learning objectives to keep learning on
    track for each activity and lesson.
  • Daily reinforcement activities to provide direct
    instruction when needed.
A woman writes on a whiteboard using math teaching resources while a man sits at a desk, smiling. There are books and papers on the desk.
Network diagram with interconnected nodes labeled: Measure and Compare Objects, Represent Data, Dollars and Cents, Problem Solving with Measure, Skip Counting to 100, Number Strategies, Squares in an Array, Seeing Fraction in Shapes.

Big Ideas

The CA Mathematics Framework encourages a shift from power standards to thinking about math as a series of connected Big Ideas. Each Amplify Desmos Math California lesson supports one or more Big Ideas and the connections between them. The grade-level diagram changes through the course based on the math concepts addressed within.

Please refer to the following Keeping the Big Ideas at the Center documents to review specific lesson designs and alignments with the Big Ideas for each grade level.

Click here to see how the Big Ideas are represented within the K–8 core lessons.

Focus, coherence, and rigor

Amplify Desmos Math California incorporates the Drivers of Investigation (DIs) and Content Connection (CCs) throughout the program. Throughout the year, students engage with open and authentic tasks of varying durations—from lesson activities to unit-level Explore lessons and longer course-level Investigations. Every lesson and investigation opportunity is grounded in the why, how, and what of the learning experience, and helps teachers bring mathematical concepts to life.

An educational slide on addition story problems, detailing goals for solving problems, language goals, and strategies using equal expressions, tens and ones, and number sense.

Please refer to the following Amplify Desmos Math California alignments to the Standards for Mathematical Practice, provided by grade level.

A screen titled "Match the Score" with a 2D target graph showing various scores. Instructions request four ordered pairs to total 400. Four pairs are listed: (4, 2), (7, 4), (7, 6), (10, 6). A "Try again" button is shown.

Built-in authentic tasks

Mathematics is not learning in isolation. Students are connected to each other’s thinking and can use math to understand the world. With accessible invitations to authentic tasks, all students can experience mathematical success. Amplify Desmos Math California provides these authentic invitations in a variety of ways:

Each unit begins with an “Explore” lesson, which allows students to engage with authentic exploration in low-floor, high-ceiling tasks. These tasks are designed to promote an inclusive and differentiated learning environment—allowing all students to access basic mathematical concepts, while offering advanced exploration and problem-solving for those ready for more complex work.

Our innovative course-level investigations are designed to facilitate multi-part exploration. Students grapple with Big Ideas, diving deep into key concepts that encourage comprehensive understanding. Data science is infused into the approach, giving students a solid foundation from which to interpret and apply data-driven solutions. They’re also encouraged to understand and appreciate the interrelatedness of Earth’s environmental systems via our lesson’s focus on the Environmental Principles and Concepts (EP&Cs).

Explicit support for multilingual/English learners

Three overlapping educational worksheets for first grade math, including a cover page, a list of learning goals, and a lesson plan with bilingual English and Spanish text.

Amplify partnered with the English Learner Success Forum (ELSF), a national nonprofit organization that advocates for high-quality instructional materials that are inclusive of multilingual/English learners (ML/ELs). ELSF reviewed Amplify Desmos Math California, and provided directional guidance and feedback to ensure that the program reflects their research-based instructional strategies for multilingual/English learners.

Amplify Desmos Math California recognizes the diverse language needs of our students and is designed to be inclusive. Each lesson in the program features a parallel language activity, designed to be available to all students, in the form of teacher guidance and student activities. The activities in the Math Language Development Resources have level ELD differentiation to support all levels of ML/ELs. This approach ensures that all students, regardless of their language skills, can participate fully, grasp the material, and excel in their mathematical journey.

Our Multilingual Glossary includes, in addition to Spanish, nine languages: Simplified Mandarin, Tagalog, Vietnamese, Arabic, European French, Russian, Brazilian-Portuguese, Haitian-Creole, and Urdu.

Amplify Desmos Math California will include Spanish student-facing materials beginning in the 2026–27 school year.

Assessments

By starting with what students already know, Amplify Desmos Math helps build a strong foundation for success to guide and support future learning. Teachers are empowered to transform every classroom into an engaged math community that invites, values, and develops student thinking. With explicit guidance on what to look for and how to respond, teachers can effectively support students as they develop their understanding.

Open math workbook showing an End-of-Unit Assessment with multiple-choice and written response questions on fractions and equivalent values.

Program assessments

A variety of performance data in Amplify Desmos Math provides evidence of student learning while helping students bolster their skills and understanding.

Unit-Level Assessments

Our embedded unit assessments offer key insights into students’ conceptual understanding of math. These assessments provide regular, actionable information about how students are thinking about and processing math, with both auto-scoring and in-depth rubrics that help teachers anticipate and respond to students’ learning needs.

Lesson-Level Assessments

Amplify Desmos Math lessons are centered around sense-making and in-the-moment feedback. Daily moments of assessment provide valuable evidence of learning for both the teacher and student.

Learn more

Data and reporting

Amplify Desmos Math provides teachers and administrators with unified reporting and insights so that educators have visibility into what students know about grade-level math—and can plan instruction accordingly for the whole class, small groups, and individual students.

A table displays students' performance levels across various items, with a detailed score distribution for a specific assessment shown in a separate overlay. Geometric design elements accented the background, providing an engaging visual touch ideal for any math classroom using Amplify Desmos Math.

Assessment reports

Reporting functionality integrates unit assessments, lesson assessments, personalized learning, Benchmark assessments, and Progress Monitoring for a comprehensive look at student learning.

Our reports show proficiency and growth by domain, cluster, standard, and priority concept using performance data from unit assessments. Then our reports highlight areas of potential student need to allow teachers to modify their instruction and target differentiated support.

At-a-glance views of unit-level assessment results inform your instructional planning, and you can also drill down to item-level analysis.

Standards reports

Our standards report allows you to monitor proficiency at the class and individual student levels. Proficiency and growth are shown by domain, cluster, standard, and priority concepts. Areas of potential student need are highlighted to allow teachers to modify their instruction and target differentiated support.

Administrator reports

Amplify Desmos Math provides a complete picture of student, class, and district performance, allowing administrators to implement instructional and intervention plans.

  • Track student, class, and district performance with usage, completion, and assessment data.
  • Accurately group students and classes with the Benchmark and Progress Monitoring data of mCLASS Assessments and allow teachers to reliably implement and track the progress of Tier 2 and Tier 3 intervention.
  • Provide one data-driven solution that educators can rely on for high-quality math instruction.

Elementary review resources

To learn about the elementary program, please start by watching the Amplify Desmos Math California Elementary Program Overview video.

For additional program information and helpful navigation tips, download the Amplify Desmos Math California Elementary Program Guide.

View the Elementary Program Components Guide here. 

View the Hands-on manipulatives brochure here.

Middle School review resources

To learn about the middle school program, please start by watching the Amplify Desmos Math California Middle School Program Overview video.

For additional program information and helpful navigation tips, download the Amplify Desmos Math California Middle School Program Guide.

View the Middle School Program Components Guide here.

View the middle school manipulative kit components here.

The digital experience

In Amplify Desmos Math, embedded interactions and animations allow students to test predictions, get feedback, share ideas, and connect representations.

The digital interactions included in lesson activities are designed to elicit student thinking in a way that feels fun and inviting. As students play and explore math concepts, teachers can highlight the ideas that students share, connect those ideas to other students’ ideas, and build on their thinking through productive class discussion.

Watch the video to preview the digital experience and for helpful platform navigation tips.

A laptop displays a math activity about platform heights and tube length, while a worksheet titled "Hamster Homes" is visible in the background.

Explore grade level samples

All lessons in Amplify Desmos Math California include print materials and rich digital experiences. Every lesson is supported with Student Edition pages, teacher presentation screens, and interactive digital resources for practice and differentiation. Some lessons also enable students to use devices to interact with lesson content.

You’ll find sample materials by grade level in the following drop-downs. Please refer to your physical samples and the digital platform (accessed through the demo account provided by your account executive) for a comprehensive program review.

Screenshot of a kindergarten curriculum outline featuring units like Math in Our World, Numbers 1-10, Positions and Shapes, Understanding Addition, Making 10, and Shapes All Around Us. This comprehensive program utilizes New York Math standards to build foundational skills.
Scope and sequence
Cover of Amplify Desmos Math Grade K Teacher Edition featuring three children playing with math-related objects and a group of rabbits sitting nearby, aligning with the engaging curriculum seen in New York math classrooms.
Teacher Edition
Three children use large counters and a vertical frame to solve a math problem outdoors, with a fourth child sitting nearby. The cover is labeled "Amplify Desmos Math California, Kindergarten, Volume 1.
Student Edition
Cover of "Amplify Desmos Math California Grade K" featuring a 3D letter "L" and section about Math Language Development Resources.
Math Language Development Resources
A curriculum overview for Grade 1 with seven units listed, each showing a title, instructional days, assessment days, and total days. Suggested days for completion is 154.
Scope and sequence
Three children play a math game with orange counters and cards. Fish and turtles are pictured above them. The book cover is labeled "Amplify Desmos Math California, Grade 1 Teacher Edition.
Teacher Edition
Three children use counters and cards to solve a math activity underwater, with fish and seaweed in the background. The cover is for Amplify Desmos Math California, Grade 1, Volume 1.
Student Edition
Cover of a Grade 1 Amplify Desmos Math California resource featuring a yellow block letter "L" and a label for math language development resources.
Math Language Development Resources
Scope and sequence chart for Grade 2 shows eight instructional units with titles, illustrated icons, days per unit, and assessment days listed in a grid format on a white background.
Scope and sequence
Cover of a Grade 2 math textbook showing a teacher and two students measuring a number line and holding a sign that reads "120 in." with math visuals in the background.
Teacher Edition
Three children measure and mark a path on the ground with a ruler and tape, next to a large green base ten block and a 120-inch sign, on a math textbook cover.
Student Edition
Cover of Amplify Desmos Math California Grade 2 Math Language Development Resources, featuring a green geometric "L" and a list of included supports for language learners.
Math Language Development Resources
A table displays a Grade 3 math curriculum outline with six units, each showing unit topics, number of instructional and assessment days, and total days per unit.
Scope and sequence
Illustration of four children in a two-story house doing math activities; one holds "3 x 2," another “3 x 3,” another “3 x 5,” and one paints a wall. Grade 3 math teacher edition cover.
Teacher Edition
Illustration of four children in a house-like structure, one painting, one holding a book, one holding a math sign, and one reading, on the cover of a math textbook labeled "Grade 3.
Student Edition
Cover of "Amplify Desmos Math California Grade 3" featuring a 3D geometric shape, blue accents, and a section describing included resources for math language development.
Math Language Development Resources
A curriculum overview for Grade 4 showing seven math units with titles, illustrations, instructional days, and pacing details, organized in a grid layout.
Scope and sequence
Four children, one in a wheelchair, interact with math symbols and measurements outdoors, overseen by a teacher. The cover reads "Amplify Desmos Math California, Grade 4, Teacher Edition.
Teacher Edition
Four children stand and work around a large plant and number tiles outdoors, with one child in a wheelchair and another holding a clipboard. The cover reads "Amplify Desmos Math California 4.
Student Edition
Cover of the Amplify Desmos Math California Grade 4 Math Language Development Resources, featuring a blue geometric "L" shape and a description box in the bottom left corner.
Math Language Development Resources
A Grade 5 math curriculum overview showing six units, each with instructional days and assessment information, arranged in a grid on a white background.
Scope and sequence
Cover of a 5th grade math teacher edition book showing children interacting with math concepts outdoors, including measuring, drawing, and stacking cubes.
Teacher Edition
Cover of "Amplify Desmos Math California Student Edition 5, Volume 1" featuring students engaging in math activities outdoors and one standing on colorful cubes holding a "Grade 5" sign.
Student Edition
Cover of Amplify Desmos Math California Grade 5 Math Language Development Resources, featuring a 3D letter "L" and a brief description of included supports.
Math Language Development Resources
Grade 6 math curriculum chart showing eight units with titles, instructional days, assessment days, optional days, and icons for each unit. Suggested days: 143 out of 147 instructional days.
Scope and sequence
Illustration of children outdoors interacting with oversized math symbols and objects. Text reads "Amplify Desmos Math California Teacher Edition, Grade 6, Volume 1.
Teacher Edition
Illustrated cover of "Amplify Desmos Math California Student Edition, Grade 6, Volume 1" showing students interacting with math symbols in an outdoor setting.
Student Edition
Cover of Amplify Desmos Math California Grade 6 book featuring a 3D geometric “L” shape and a description of included math language development resources.
Math Language Development Resources
Grade 7 math curriculum map with eight units, each showing topic, days per unit, and breakdown of instructional and assessment days. Suggested total days: 124.
Scope and sequence
Illustration of people interacting with geometric shapes, city buildings, and a crane on a cover titled "Amplify Desmos Math California, Grade 7, Teacher Edition, Volume 1.
Teacher Edition
Illustrated cover of "Amplify Desmos Math California Student Edition 7, Volume 1," showing people constructing geometric shapes and mathematical tools in a cityscape.
Student Edition
Cover of the "Amplify Desmos Math California Grade 7" resource, featuring a purple 3D geometric "L" shape and informational text about language development resources.
Math Language Development Resources
Grade 8 math curriculum overview with nine units displayed in a grid; each unit lists instructional days, assessment days, and total days.
Scope and Sequence
Illustration of children at a playground with adults, working on math activities near water tanks and a slide. The cover reads "Amplify Desmos Math California, Grade 8, Teacher Edition, Volume 1.
Teacher Edition
Illustration of children playing on and around a slide with geometric shapes and graphs, on the cover of a math textbook labeled "Amplify Desmos Math California, Student Edition, Grade 8.
Student Edition
Cover of "Amplify Desmos Math California Grade 8" featuring a 3D geometric letter "L" and a list of included math language development resources.
Math Language Development Resources
A curriculum overview for Algebra 1 with eight units, each showing a title, number of instructional and assessment days, and simple illustrative icons. Total suggested days: 153.
Scope and Sequence
Illustration of people interacting with algebraic graphs, grids, and mathematical tools, with others exploring underwater and a map of California in the corner. Text reads "Amplify Desmos Math California.
Teacher Edition
Cover of a California Amplify Desmos Math A1 Student Edition book showing people interacting with mathematical graphs and underwater divers observing marine life.
Student Edition
Cover of "Amplify Desmos Math California Algebra 1 A1 Math Language Development Resources" featuring a 3D geometric "L" shape and text describing included resources.
Math Language Development Resources
A curriculum chart displays seven math units, each listing instructional and assessment days; the suggested total is 138 days, with titles like Patterns and Sequences and Linear Equations.
Scope and sequence
Cover of "Amplify Desmos Math California Teacher Edition, Math 1 Volume 1" with illustrated people interacting with geometric shapes and graphs.
Teacher Edition
Cover of the "Amplify Desmos Math California Student Edition Volume 1" featuring people interacting with math symbols and geometric shapes in a stylized, modern landscape.
Student Edition
Cover of "Amplify Desmos Math California Math 1," featuring a geometric L-shaped figure and a blue header labeled "Math Language Development Resources.
Math Language Development Resources

Scope and Sequence

Math 2–3 is currently being developed and will be available in the 2026–27 school year.

Cover of "Amplify Desmos Math California Teacher Edition GEO Volume 1" featuring abstract geometric illustrations and people engaged in mathematical activities.
Scope and Sequence (National Edition)

The Amplify Desmos Math Geometry Beta National Edition is available for piloting in the 2025–26 school year. Amplify Desmos Math California Geometry will be available in the 2026–27 school year.

Cover of "Amplify Desmos Math California Geo Volume 1 Student Edition" featuring geometric shapes and small illustrated people interacting with mathematical elements.
Geometry sampler

This sampler includes Teacher Edition front matter for program overview information, plus Teacher Edition and Student Edition pages for Units 1–2.

Cover of "Amplify Desmos Math California A2 Teacher Edition," featuring a Ferris wheel, math graphs, and students interacting with mathematical concepts.
Scope and sequence (National Edition)

The Amplify Desmos Math Algebra 2 Beta National Edition is available for piloting in the 2025–26 school year. Amplify Desmos Math California Algebra 2 will be available in the 2026–27 school year.

Cover of "Amplify Desmos Math California Student Edition A2 Volume 1" featuring mathematical graphs, a Ferris wheel, and students interacting with math concepts.
Algebra 2 sampler

This sampler includes Teacher Edition front matter for program overview information, plus Teacher Edition and Student Edition pages for Units 1–2.

Contact us

For questions, samples, or more information, please contact your local Amplify account executive:

Erin King
Sales Director, CA
(512) 736-3162
eking@amplify.com

Northern CA
Wendy Garcia
Senior Account Executive
(510) 368-7666
wgarcia@amplify.com

Bay Area
Lance Burbank
Account Executive
(415) 830-5348
lburbank@amplify.com

Central Valley and Central Coast
Demitri Gonos
Senior Account Executive
(559) 355-3244
dgonos@amplify.com

Ventura and L.A. County
Jeff Sorenson
Associate Account Executive
(310) 902-1407
jsorenson@amplify.com

Orange and L.A. County
Lauren Sherman
Senior Account Executive
(949) 397-5766
lsherman@amplify.com

San Bernardino and L.A. County
Michael Gruber
Senior Account Executive
(951) 520-6542
migruber@amplify.com

Riverside and L.A. County
Brian Roy
Senior Account Executive
(818) 967-1674
broy@amplify.com

San Diego County
Kirk Van Wagoner
Senior Account Executive
(760) 696-0709
kvanwagoner@amplify.com

Under 2300 students in Bay Area, Sacramento Valley, and Northern Counties
Kevin Mauser
Lead Account Executive
(815) 534-0148
kmauser@amplify.com

Under 2300 students in Southern CA, Central Coast, and Southern Central Valley Counties
Charissa Snyder
Account Executive
(720) 936-6802
chsnyder@amplify.com

Winter Wrap-Up 02: Mathematizing Children’s Literature

Promotional graphic for Math Teacher Lounge podcast, episode 2, featuring Allison Hintz and Antony Smith, discussing how mathematizing children's literature can build math fluency.

While we’re hard at work producing the exciting fifth season of Math Teacher Lounge: The Podcast, we’re continuing to share some of our favorite conversations from our first four seasons. This time around, we’re revisiting our popular episode that connected literacy and math!

In this episode, we sit down with Allison Hintz and Antony Smith, authors of Mathematizing Children’s Literature, to talk about what would happen if we were to approach children’s literature, and life, through a math lens–and how we can apply those same techniques to classroom teaching!

Explore more from Math Teacher Lounge by visiting our main page. 

Download Transcript

Bethany Lockhart Johnson (00:02):

Hi, I’m Bethany Lockhart Johnson.

Dan Meyer (00:04):

Hi, I’m Dan Meyer.

Bethany Lockhart Johnson (00:05):

And we are so excited for another episode of Math Teacher Lounge. And as you know, podcast format; you’re listening now. I think one beautiful thing about the podcast format is that it gives us a little bit more time to have these rich conversations. And I promise I won’t do it, but I could talk to our guests for hours, hours! Authors Allison Hintz and Tony Smith have just released Mathematizing Children’s Literature: Sparking Connections, Joy, and Wonder Through Read-Alouds and Discussion. And today we get to talk to the authors. Allison, Tony, welcome. Welcome to the lounge.

Allison Hintz (00:53):

Thank you. We’re so grateful to be here.

Bethany Lockhart Johnson (00:55):

We’re so excited to have you here. And I wanna say that my very first—was it my first math conference? Maybe it was my first math conference—up in Seattle, the CGI conference, and I’m all like, you know, wide-eyed and just like, “Can this be a place for me, this math community?” Re-envisioning my relationship with math and thinking about myself as a math teacher, what? And I went to your session on mathematizing children’s literature, and I was just so fired up. I was so wowed by your ideas, your energy, and your passion for students’ thinking. And I feel like as I read this book, I felt like I was hanging out with you. Like you were just so encouraging all the way through. Of educators, of other folks working with young people, and really guiding us how to listen with joy and with an open curious mind.

Dan Meyer (02:03):

Yeah. I would love to hear a bit about the genesis of this book for you folks. Like, I’m coming at this from a secondary educator lens. I’ve got small kids, so that’s also part of my interest here. But I love any book, any idea that seeks to merge what seems like two disparate worlds. Like it’s often the case that we feel like, well, there’s approaches for ELA and approaches for math, and they’re kind of separate disciplines. And these poor elementary teachers have to learn all of them and be experts at all of them. And here you both come along and say, “Hey, what if they are the same kind of technique?” Can you just speak to how this came about?

Allison Hintz (02:38):

Definitely. Tony, do you wanna take a try? Do you want me to start us off?

Antony Smith (02:42):

I can start. We oftentimes present and talk together and so we kinda switch back and forth. So that’s just how we are. So probably about eight or nine years ago, Allison and I, our offices were next to each other on our small campus. We’re both professors and we just happened to have a few children’s books that we looked at together and we were just thumbing through the pages. We really liked children’s literature. And we noticed that I would stop at certain points wondering about character motive or plot or sequence of events or language use. And Allison would stop at very different points in the book and notice number and concepts or something about mathematics. And that’s when we started to wonder, what would it be like if we were sharing a children’s book with a group of children and we put our ideas together? Where would we stop? What would we talk about? What would we ask children about in terms of their thinking and what they notice?

Allison Hintz (03:42):

And so we started playing with these questions that we had and started approaching stories with multiple lenses to see what kinds of things would children notice and what kinds of things might they say. And we were also on our own journey in trying to understand how to plan for and facilitate lively discussions and classrooms that surface really complex mathematics. And it felt like stories were a place where that might be a fruitful context for hearing children’s thinking. We’ve worked with a lot of teachers and students in our region. We live in the Seattle area and we’ve applied for some funding over time that’s really helped us be in a lot of community-based organizations and educational contexts and libraries and pediatricians’ offices and classrooms, various classrooms, and see what’s interesting about this and what might teachers and children do with stories that would surface complex mathematics to think about together.

Antony Smith (04:41):

Over time, we came to the realization that if we wanted to hear children’s ideas, we had to stop bombarding them with questions. <laugh> Yeah. And at first it made it worse that we were asking them math and literacy questions at the same time. And so we realized that what we needed to do was to back off and to ask children what they noticed and wondered.

Bethany Lockhart Johnson (05:01):

Can you say more about that and how that kind of evolved into mathematizing children’s literature?

Antony Smith (05:07):

We did work with a number of very thoughtful, talented classroom teachers and children’s librarians in public library systems who were just so masterful at asking open-ended prompts and questions, rather than kind of like the de facto reading quiz, that a read-aloud can become, which I’ve always disliked as a literacy educator. And we realized in our observing these read-alouds or interactive read-alouds or shared reading experiences that given the opportunity in the space and an adult who was actually listening, that children came up with all of the ideas we would have asked them about and more. So we didn’t have to be bombarding them with questions. They were already much more thoughtful than what would’ve been sufficient to answer our questions.

Allison Hintz (05:58):

And much like mathematics, it was really an iterative process. You know, we had some clunky read-aloud discussions where we were trying to accomplish so much and toggling multiple chart papers and different colored pens and all sorts of “how do we capture these ideas” and “do we separate ’em? do we keep ’em together?” And so it’s really been over time that with partners, we’ve learned these ways of having multiple reads of the same story that allow us to hear what children notice and wonder, and then to delve more deeply into their questions and their ideas through multiple reads where we might spotlight literary ideas that they notice; we might spotlight mathematical ideas that they notice. We might make purposeful integrations between those. But we found it to be most productive—and Kristin Gray really help us think about this—to have an open Notice and Wonder, get everything out much like an open-strategy share. We welcome here, record all the ideas, and it goes all over everywhere. You know, it can be a really not math-y noticing! And those are amazing! So there’s a lot of, um, yes, there is a ladybug on this page! The grandma is wearing green triangle earrings! Oh, your grandma wears green earrings! I mean, it all comes out.

Bethany Lockhart Johnson (07:27):

Wait, have you been in my classroom? ‘Cause that’s exactly— <laugh>

Allison Hintz (07:29):

<laugh> And then, you know, we think of it a lot like if math teachers might use the 5 Practices for selecting and sequencing, or if you might move from an open-strategy share to a targeted share, how can we get out all the questions that children are asking and then step back from them, take some time to really think about what they’re telling us they’re curious about, and plan some purposeful, intentional subsequent discussions that can delve more deeply into their ideas.

Dan Meyer (08:02):

I’d love to go into that a little bit more if that’s all right. Um, I’m gonna speak from someone who doesn’t have an elementary background and I’m gonna voice some worries that I had, some anxiety. One anxiety I have like in a classroom or a curriculum is when there’s no room for student ideas. Right? When it’s like, oh, there’s just room for the curriculum author or the teacher here. That is a sadness. But I when I see an instructional environment like you’re describing here, where there is openness to all kinds of different student ideas, of different levels of formality, from different kinds of cultural fonts of knowledge or wherever, I also get a little bit nervous because that, like, increases the risk that a student might come to understand that “my ideas are not good enough,” whereas in the class with no room for their ideas from their home or their language or their hobbies, like, they’re not gonna internalize the message that, “that wasn’t good enough.” And so I’m really curious as you move from the open Notice and Wonder where kids share all of themselves with you, and then you move to a targeted focus on some sort of disciplinary objective, how do you navigate that tension and help students feel like their contributions are valuable, even though we aren’t taking them up per se?

Allison Hintz (09:18):

That’s such an important question. I mean, I think we’ve grappled with this broadly in math education. I think any time we’re thinking about which ideas we choose to take up to pursue to consider, we have a responsibility to think carefully about whose ideas are being taken up and heard and considered. And so one of the tensions I hear you naming, I think, Dan, is when we engage in lively discussion where children’s thinking’s at the center, how do we make sure to upend and interrupt kinda status norms that run the risk of being deepened? Um, and I think by paying attention to whose ideas are taken up as much as which ideas are taken up, and what’s the mathematics we wanna explore is one tension. Um, another tension I might hear you naming is, you know, the complications that teachers face with time and pressure and coverage, and which mathematics ends up getting worked on. And, um, you know, it’s something we’ve really had to struggle with in mathematics education, where we move to more discussion-oriented classrooms that are really centered in sense-making to know that it takes a lot of time to do this thoughtful, thoughtful work. Um, does that begin to get at some of the tensions you’re raising? Is there, is there more you’re thinking about?

Dan Meyer (10:53):

I think it’s really helpful that you kind of broadened the scope of the question beyond your book to “this is an issue that we are, you know, really challenged by and focused on broadly in math education.” And, um, I appreciate you bringing the element in of whose idea—not just which idea is taken up, but whose idea is taken up—is an opportunity where, let’s say, multiple people raise an idea that is towards an objective the teacher has, they have the opportunity to disrupt certain kinds of status, like ideas about status, in that moment. From your perspective, like, are there techniques to say, I don’t know, parking-lot certain kinds of questions and say like, “Hey, like these are awesome”? I don’t know. I just know that I see kids at like ninth grade. They are very reticent, often. They’ve internalized totally this sense of like, “I’m not gonna just, like, share about the pants the grandma’s wearing, you know; that will not be received well.” And so I’m just kinda wondering how that happens and like, what are the ways we can disrupt that? That process?

Antony Smith (11:54):

So thinking about that, Dan, from the teacher’s perspective, in those kinds of scenarios where you wanna honor each child’s contribution, a couple of things that come to mind: One is that by, you know, initially by modeling what I as a teacher, something that I notice or wonder about, helps kind of set the expectation for what kind of response would be encouraged. And it’s broad, but it gives an example. And then also we really try to record or to chart all of the ideas that are shared so that we can revisit and honor those together. And then either later or on another day, if we choose one or two of those to explore in some way within a more focused read, then another thing that we do is have the idea investigation afterward that continues that thought, but goes back to being as open-ended as possible, so that those students or children who maybe didn’t have their idea as the one that was focused on by the group could go back to that or explore some other idea of their own, so that the idea investigation isn’t a lockstep extension activity, which is why we don’t call it that. So they could again bring in their own perspective. But I have to say from the teacher’s point of view, there is that moment of potential panic <laugh> because there is that power transfer when you’re asking children to help steer where this is going. And if you really mean it, you have to let them steer a little bit. And that can be terrifying. And, um, I always think of one teacher, Ashley, we worked with who read an adorable book, Stack the Cats, by Susie Ghahremani. And in that book, there’s a point where there are eight cats and they’re kind of trying to be a tower of cats and they fall and they’re sort of in the air on that page. And she asked her first graders—she stopped, and she asked, “How, do you think, how will the cats land?” And for about a minute and a half, the entire <laugh> class, was silent. They had their little papers; they had chart paper; they had clipboards; they had everything they needed. But that unusual phenomenon of a group of six- and seven-year-olds actually just sitting and thinking and not being peppered with activities was really stressful, but amazing. And then, after about the 90 seconds, they started out into their exploration of how the eight cats might land. They just needed a minute to think. And it’s so rare that we’re able to let children have that.

Allison Hintz (14:40):

In that same moment, Ashley, who’s a learning partner to us, she turned to us kind of quietly, like, “Should I pose a different question?” And <laugh>, we’re like, “No, let’s stick with it. Let’s see what happens.” So I think it creates this space too, this thinking culture, right? And this culture of “what does that mean to really pose a rich task?That’s open-ended, where there’s multiple access points?” Those eight cats could land in so many different ways. And there was broad access, there was a wide range of all the cats landing, and one’s on their feet, ’cause cats always land on their feet <laugh>, and there was every combination. And so, um, I think what’s really interesting—and to me, this brings back to your wonder, Dan—is, you know, “What’s the risk in openness?” And there’s always risk in openness. Um, it’s scary as a teacher, right? If I’m not the authority of knowledge and I don’t have control over where we’re gonna go, it might get into places that I didn’t anticipate. Or I don’t really feel as solid in the math as I want to. Or I don’t know what it sounds like to stick with silence and wait time, to know if my students are really in productive struggle or if that question was a flop. And so, um, I think this is some practice space for young mathematicians and teachers of mathematics, and just teachers, to explore with that openness and kind of the risk of the openness required for complex thinking to emerge.

Bethany Lockhart Johnson (16:12):

You know, it feels like the way you’re both describing this, it really is a culture shift, right? I kept feeling like I was given permission to be a beginner as I read this book. Like I was really…I loved how you said, I believe it was you, Allison, when you were in the class, you had a couple index card that you kept on your clipboard and that as you walked around, you were like, “Hey, if I don’t know what to ask, I ask one of these questions.” You know? And just this idea that, that, like Dan was saying, there is that loss of control, but that’s also a way to create this culture where students ideas are valued and we are allowing students to really generate the questions, which I thought was such an important idea to explore.

Allison Hintz (17:00):

We started this work long ago, super-excited about math-y books. And we saw a lot of potential in them and we still do. But the limitation we saw is that math-y books, they, they put forth a certain mathematics to be curious about. In some ways they tell you what mathematics to think about. So we started asking ourselves what would happen if we considered any story a chance to engage as mathematical sense-makers. And we started playing with non-math-y books and we got to a place where we could consider every story an opportunity to engage in mathematical thinking. And so we started noticing things over times, oh, these books tend to be really math-y. We call those text-dependent. We’d have to pay attention to the mathematics to understand the story. Whereas this pile of stories, these, they’re not overtly math-y. You could really enjoy the story and not pay attention to mathematics and have an amazing conversation. But what would happen if we thought of about this story as mathematical sense-makers and how might it deepen our understanding of the story? And then this other teetering pile of books, these are books where, you know, children didn’t tend to engage as overtly as mathematicians in it, but there’s opportunities in this story to go back to something—to a moment, to an illustration, to a comment—and think as mathematicians. And those were more about illustration exploring. And so, as we notice these different kinds of books, we really broaden what we thought about. And I think one of the things we really wanna think about in community through this book is what happens if we approach any story, every story, as mathematical sense-makers, because stories are alive in children’s lives, in homes and communities and in schools. And it’s a broad opportunity that we wanna take up. I was thinking, as I stay in this strait for just a moment about book selection, before we move into that process, um, Bethany in a previous MTL, you talked about representation.

Bethany Lockhart Johnson (19:12):

Mm, yeah.

Allison Hintz (19:14):

And do you remember when you shared the image of hair braiding?

Bethany Lockhart Johnson (19:19):

Yes. Vividly, yes. <laugh>.

Allison Hintz (19:22):

Yeah. And can you say just what that meant to you? What that….

Bethany Lockhart Johnson (19:27):

Yeah. Well, it was from a conference; Sunil Singh had used it and was talking about the artistry in mathematics and beauty in hair braiding. And, um, particularly, he was showing this particular image of this Black woman with her hair braided in profile and looking at the angles and the symmetry. And I shared that, you know, I spent so many hours in the beauty shop with my aunties and my mom and my grandma and continue to, to this day, that it just, it struck me immediately as familiar. And it struck me immediately as seeing an image that was reflective of my lived reality, projected as valuable and worthwhile for consideration in the world of mathematics. Which is not what I felt as a student of mathematics as a young adult or child. So it was this beautiful moment of, for me, the power of when we see images and we allow opportunities for re-envisioning what may be a common practice for that student, or may be something that they see every day.

Allison Hintz (20:44):

And in that same way, that image that was put up, we wanna think really carefully about representation in the stories that we select. And when we think of stories as mirrors or windows, we really wanna be mindful in story selection of whose stories are told and whose stories are heard. And when you said that you would sit down to listen to a story and you felt at ease or that you saw an image and you saw yourself that can be and should be something we really think carefully about when we select the stories that we select.

Dan Meyer (21:21):

It’s a wider path for representation of different kinds of people in literature, because people’s stories seem so much more present and towards the surface of their lives, versus, say, the abstractions and numbers and shapes in mathematics. It feels like more of a struggle to find ways to show people, hey, like you’re here, this, this place belongs to you. So in all these reasons, I think it’s really great you folks are using literature, which has this history of humanities, literally humanities, as a vehicle for mathematics. That seems pretty special here.

Antony Smith (21:56):

We both go to libraries and bookstores and look through books as often as we can, but also our partner, a children’s librarian, Mie-Mie Wu, helped us go through—when we would meet, she would bring three or four hundred books at a time.

Bethany Lockhart Johnson (22:13):

When you described her wheeling in the cart, oh, I wish I been in that room! <Laugh>

Antony Smith (22:18):

And the cart was, you know, probably three or four times bigger than she was sometimes. And we would go through hundreds of books and look at them and listen to her thoughts as a skilled librarian sharing with families, diverse families, and what catches the attention of a three-year-old sitting with her grandfather. And that was really a valuable, helpful experience. And it’s a partnership that continues. So in Last Stop on Market Street—and this is in the book; we talk about this, this children’s book quite a bit—in this story, CJ with his Nana, his grandmother, are riding the bus to the last stop on Market Street in San Francisco, to go, as we will find out, to help serve in a soup kitchen to help the community. And the teacher, Susan Hadreas, had the children record their ideas. She charted them in an open Notice and Wonder read. And one of the ideas that a young boy noticed was that CJ on the bus…a man with a guitar starts playing the guitar on the bus and CJ closes his eyes and it says CJ’s chest grew full. And he was lost in the sound and the sound gave him the feeling of magic. So this boy said, “I wonder, what does that feel like if you’re feeling the magic? What’s that?” And that was one of many ideas in the open Notice and Wonder, and Allison will talk about the math lens read, but first Susan went back and read with them. She had that idea, she circled it on the chart paper, and another day that week, she said, let’s go back and visit this story we really liked. And remember, we wondered what feeling the magic was like. Let’s go back through and let’s keep track of all the feelings and emotions that CJ had across the journey to the soup kitchen in this book. And so they did another read of the story; they were very familiar with it, of course, but they noticed new things and they also, every few pages, stopped and she helped chart all of the emotions that CJ experienced from envy to excitement to sadness. There’s a huge range in this book. And it was fascinating.

Allison Hintz (24:36):

I think one of the things that the children noticed was that CJ’s feelings were shaped by community. And that he shaped and shaped…he was shaped by and helped shape his community. And so the ways that he felt across the story were impacted by the other characters that he comes across. The guitar man on the bus. The bus driver who can pull a coin out from behind someone’s ear. The lady with the butterflies in the jar. Nana helping him to see the rainbow. And the students started, you know, being curious about that. How do we shape and how are we shaped by community? What communities are we a part of? This class is one community. I’m in many communities across my life. And they started to quantify the number of people in the story. So Mrs. Hedreas went back for a math lens read, and she said, let’s just keep track of and pay attention to how many people are in CJ’s life in this day. Because I can hear you starting to think about quantity. This class at the same time in other areas of the day had been working on counting collections, how to keep track, so they got out their tools. Some people pulled out ten frames, some people pulled out clipboards. They had a wide range of things they could use to help them keep track. They developed their own strategy, keep track however you want. She did a quicker read through it, flipping the pages, and then they get into these debates: <laugh> “We already counted that person!” “But they took their hat off and put it down to collect money!

Antony Smith (26:10):

“What about the dog?”

Allison Hintz (26:11):

“That’s the same person!” “Yeah, there’s a dog pound in his community!” <laugh> “Do animals count in our community?”

Bethany Lockhart Johnson (26:17):

I love it!

Allison Hintz (26:17):

“Yes, they count!” Uh, and so we went through and quantified and there was really this understanding as you saw these people throughout the story that communities can be of different sizes, but community has impact. And you have responsibility in your community to show up and to lean in and to know that bringing your full, authentic, vulnerable self, you shape people and they shape you. And what communities are people a part of. And it turned into this really interesting discussion about quantity and helped us think more about quantity and community. I think a really important moment for us and for that class was the transition from being people who almost did mathematics to a story, like counted things on a page, um, count acorns on a page in an autumn book, to being mathematicians who thought within the story.

Antony Smith (27:17):

And then two idea investigations that came from that —not at the same time, of course, but with the same group of children—one was they identified an emotion of their own and wrote and drew about that. And also, who helped them address or get out of or acknowledge that emotion. And then the other idea investigation was that all of the children drew or kind of mapped out a community that they were part of. Whether it was their neighborhood or their classroom or their soccer team or whatever it was. And so then those investigations strengthened the connections of those concepts to the lives of those children.

Bethany Lockhart Johnson (28:05):

Well, I, actually wanted to ask you about idea investigations. Because I feel like that was such an important invitation in your book. And the way I understood the idea investigation is you’re really paying attention to what’s coming up in your other reads. Right? And then these are opportunities to extend the thinking, or like you said, to extend a particular aspect: What’s your community? Can we map your community? Or what’s a particular emotion? And it was in such contrast to what I think I have probably done in my classroom more than once, which was like, “Oh, we read this story about seals. So now my story problem is gonna be about seals, right? <laugh> Like in the story, you know, Jojo, the seal had five balls. <laugh> So if Jojo still had five balls and two of them bounced away…” You know, or whatever. Right? But that’s not what an idea investigation is. Right?

Allison Hintz (29:03):

Yeah. I think this is where we also had some stumbles and can totally relate to what you’re saying as previous classroom teachers as well. We have come to a place where we are pretty in favor of a super open-ended idea investigation that takes up the things that have surfaced in the multiple reads and making sure it’s a rich task with many, many ways children can engage with that. There’s many, many, many right answers or ways to engage. Less is more there. So we moved way away from, like, even a worksheet that might have an idea from it to blank paper and math tools and places to get into some productive struggle around some of the complex things that were raised.

Antony Smith (29:59):

A challenge with worksheets is that they put a frame around children’s ideas. So either there are only three lines to write on, or there’s only a small box to draw in. Whereas a blank page really opens up the possibility. Um, and so—is it Ann Jonas who wrote Splash!? sorry, I don’t have it in front of me—the book Splash!, about animals that end up in and out of the pond, including a cat that is not happy about ending up in the pond, an idea investigation after that for very young children was, with the list of the different creatures displayed at the front of the room: On blank paper, hey, draw your own pond and decide how many of which and each type of animal you want in your pond and then write about it. Just on blank paper. And so that allowed some children to draw, like, three giant goldfish. But other children drew 17 frogs and three cats. And, and just, it lets children follow—

Bethany Lockhart Johnson (31:02):

It was theirs, right? It was theirs.

Antony Smith (31:04):

Their idea. <laugh> And that comes partly from, I think, as Allison mentioned, we both were classroom teachers before moving into academia. And I remember giving children worksheets, particularly math worksheets, where they weren’t necessarily bad, but right at the bottom, it says like, explain your strategy. And it gives two lines.

Bethany Lockhart Johnson (31:23):

Right! <laugh>

Antony Smith (31:25):

The only thing a seven-year-old can write there is “I thought.” Or “I solved it.” <laugh> And that’s not where we need to go.

Dan Meyer (31:34):

Yeah. If I could just ask the indulgence of the primary crowd here, like, I’m trying to make sense of all this. And I just wanna like, offer my perspective. My summary statement of what’s going on here. I’m trying to—I love how you both came here—

Bethany Lockhart Johnson (31:45):

<laughs> How ya doin’, Dan? How ya doin’?

Dan Meyer (31:47):

<laughs> I’m, ah, A, I’m loving this a lot. Um, B, I came in here loving how you folks are broadening the work of primary education to kind of find commonalities between these sometimes seemingly disparate kinds of teaching in ELA and math. Love that, I wanna say. But I think you folks are describing, with all these teachers you observed and your own work, is the work of attaching meaning to what students might not realize yet has meaning. Or they might think it only has one kind of meaning. But you, the teacher, with their knowledge, realizes that there are many more dimensions of meaning that can be attached to those thoughts. And I’m hearing that from you folks, when you describe A, what math is and the power of a teacher to name a thing as mathematical. Like, “Oh, you didn’t think math was that, but math is noticing; math is wondering; math is asking questions,” for one. But also this work you’re describing of how, like, first the task has to invite lots of student thoughts and then to say like, “Oh, I see that there’s a similarity to these two.” And to raise those up for a conversation or to ask a question like to extend one person’s, one student’s question a little bit more. But it’s always…I’m just hearing you folks attaching more meaning than the student might have originally thought. I appreciate the conversation. That’s really interesting.

Bethany Lockhart Johnson (33:03):

Well, and now that the book is out, I think it’s gonna keep evolving, right? Now that it’s gonna be in the hands of teachers and librarians and educators and caregivers, it’s exciting to see kind of where it goes next. Which actually brings us to our MTL challenge. Dan Meyer, do you wanna share?

Dan Meyer (33:22):

Math Teacher Lounge, we have a challenge for the folks who listen and we’d love for them to hop into the Facebook group Math Teacher Lounge, or hit us up on Twitter at @MTLShow and just, like, kind of exercise beyond listening, exercise the ideas you folks are talking about, some kind of a challenge that can help us dive deeper into your ideas. So what would you folks suggest for our crowd, for our listeners?

Allison Hintz (33:42):

I would love to invite people to playfully experiment with a favorite story, with a story that’s new to you. I would love to invite listeners to sit with a story maybe on your own, and just ask yourself as a mathematician: What do you notice and wonder in this story? Don’t feel any pressure. Maybe sit with a child or some children and listen to what they notice and wonder. Like, really listen! Don’t ask questions! But hear their questions and place children at the center and consider multiple reads. Consider continuing to pursue their questions. And we have a planning template that might support people in kind of sketching out some ideas if you’re open to playing with that too.

Bethany Lockhart Johnson (34:34):

And we will post—

Dan Meyer (34:36):

That’s awesome.

Bethany Lockhart Johnson (34:36):

—a link for that planning template in our Facebook group and on Twitter as well. So thank you so much for that resource, because I think it’ll definitely help. It could help you, like you said, it could help you kind of organize your thoughts or help you think about this work in a new way. So thank you for that resource and thank you for the amazing resource that is Mathematizing Children’s Literature. I am so excited to continue to engage with you both and with listeners as they dive into this book. If folks want to engage with you more, where can they find you? How can they reach you?

Allison Hintz (35:12):

Well, we’re on Twitter.

Bethany Lockhart Johnson (35:14):

Great.

Dan Meyer (35:15):

What’s your home address? <laugh>

Bethany Lockhart Johnson (35:24):

Wait, let me try that again. <laugh> ‘Cause it does sound like I’m like, <fake ominous voice> “Where can they find you?”

Allison Hintz (35:29):

4-2-5…. <laughs>

Antony Smith (35:32):

At the bookstore!

Bethany Lockhart Johnson (35:34):

Y’all, if folks want to continue this conversation or share these ideas or the math challenge, how can they tag you? How can they, they reach you on the World Wide Web, besides the Math Teacher Lounge Facebook group?

Antony Smith (35:50):

Yeah. Well, we are both on Twitter, and we’ve been trying to promote the hashtag #MathematizingChildrensLiterature. It’s very long, but once you type it once, your phone or computer…

Bethany Lockhart Johnson (36:01):

Easy. Yeah, those click, right? Is that what it is now?

Antony Smith (36:03):

<laugh> The other is that we do for our project, we have an Instagram account that is @MathematizeChildren’sLiterature.

Allison Hintz (36:11):

We care really deeply about hearing from people. You know, we think our ideas are constantly evolving and that there’s such exciting room to grow. And we just felt compelled to share what we were learning now so that together we could learn and build vibrant experiences for young children and teachers and families through stories. So we want to hear from people! We wanna learn about stories that are important in your lives and what children say, and grow these ideas together.

Bethany Lockhart Johnson (36:42):

And credit to Dan, you told me you went and ordered a bunch of the books they have on the suggested read list.

Dan Meyer (36:48):

Oh my gosh.

Bethany Lockhart Johnson (36:49):

You read ’em to your son.

Dan Meyer (36:50):

I got such a side-eye from my significant others around here for what I dropped on Amazon in one night! <laugh> Uh, all these books I didn’t have. Some of them I did. We are not fully illiterate around here! We do love the written word at the Meyer household! But there were a bunch that that I grabbed. I’m morseling them out day by day.

Bethany Lockhart Johnson (37:09):

Wait, at bedtime I read my one-year-old One Is a Snail, Ten Is a Crab. <laugh> And let me tell you, he had vigorous pointing and “Da? Da da da da?”

Allison Hintz (37:22):

<laugh> Aww, da da!

Bethany Lockhart Johnson (37:22):

So hey, we’re on the road. <laugh> <music> Deeply grateful, not only for your work and your beautiful book and your work, but also for the invitation to dive into the world of children’s literature in a way that many of us have not before. And it’s fun! Thank you, Tony. And thank you, Allison. And thanks for hanging out in the lounge.

Allison Hintz (37:48):

Thanks for having the lounge!

Antony Smith (37:49):

It’s been fun!

Allison Hintz (37:52):

Thank you both.

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We’ll also share new and exciting free resources for your classroom every month.

What Allison Hintz says about math

“We started asking ourselves, “what would happen if we considered any story a chance to engage as mathematical sensemakers”.”

– Allison Hintz

Author and Associate Professor, University of Washington Bothell

Meet the guest

Allison B. Hintz: Dr. Hintz’s research and teaching are in the area of mathematics education. Her focus on mathematics came about during her years as a fifth grade teacher – it was alongside her students that she developed her own positive identity as a mathematician! Today she studies teaching and learning, specifically facilitating engaging discussion. Her research and teaching happen in partnership with educators and children in formal and informal settings and focuses on beliefs and practices that support all children in lively mathematics learning. She is a co-author, with Elham Kazemi, of Intentional Talk: How to Structure and Lead Productive Mathematical Discussions.

Twitter: @allisonhintz124

Antony T. Smith: Antony T. Smith is an associate professor of literacy education at the University of Washington, Bothell. He works alongside teachers to create engaging literacy-mathematics learning experiences through exploring and discussing children’s literature. He is committed to the concepts of motivation, engagement, challenge, and creativity in literacy teaching and learning.

 Twitter: @smithant  Instagram: mathematizechildrensliterature

Two people appear in separate circular frames; the woman is smiling and wearing headphones, while the man stands in front of bookshelves, perhaps discussing Mathematizing Children’s Literature.
Podcast cover for "Math Teacher Lounge" with Bethany Lockhart Johnson and Dan Meyer; bold text on orange and teal semicircle background.

About Math Teacher Lounge: The podcast

Math Teacher Lounge is a biweekly podcast created specifically for K–12 math educators. In each episode co-hosts Bethany Lockhart Johnson (@lockhartedu) and Dan Meyer (@ddmeyer) chat with guests, taking a deep dive into the math and educational topics you care about.

Join the Math Teacher Lounge Facebook group to continue the conversation, view exclusive content, interact with fellow educators, participate in giveaways, and more!

You might also like:

Screenshot of a virtual meeting with two participants discussing math equations displayed on a shared screen, labeled "Math Teacher Lounge.

Free professional development cours…

Three on-demand professional learning courses for math teachers.  Earn your cert…

Mathigon logo with colorful geometric shapes next to the word "Mathigon" on a dark geometric patterned background.

Mathigon: the mathematical playgrou…

Math games and manipulatives for online and remote learning.

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Amplify Classroom Grades 3–12

Join Amplify Classroom to gain access to free classroom lessons, lesson-building…

Welcome to Amplify CKLA!

Amplify Core Knowledge Language Arts (CKLA) is a cutting-edge and effective core ELA program for students in grades K–5. It was developed in partnership with the Core Knowledge Foundation, features proven evidence-based instructional practices, and was specifically designed to help teachers implement Science of Reading principles.

Note: We’re continually adding information to this site, including specific details regarding our alignment with your non-negotiables. Keep checking back with us between now and April 20, 2023.

Getting Started

On this site, you’ll find a variety of resources designed to support your review and evaluation of the program. Before you dive in, watch the Orientation Overview and Program Overview videos below to learn about CKLA’s alignment to CCSD’s ELA adoption requirements, as well as where to find key program resources.

[Video] Orientation Overview

[Video] Program Overview

In the video below, learn about CKLA’s structure and materials, as well the research behind the curriculum.

Evidence-Based

[Video] Pedagogical Overview with Simple View of Reading

In the video below, Amplify’s Chief Academic Officer Susan Lambert shares the big picture of CKLA, and explains why it was created and the impact it’s making across the country. Below are a few portions of the video that you may find particularly helpful as you conduct your review.

  • 0-1:00 Why CKLA?
  • 1:00-4:40 How CKLA was built on the Simple View of Reading
  • 4:40-8:00 How to review the CKLA Components
  • 8:00-end Teacher Testimonial

[Features] Supporting the Simple View of Reading

Built out of the latest research in the Science of Reading, Amplify CKLA delivers explicit instruction in both foundational literacy skills (systematic phonics, decoding, and fluency) and background knowledge in grades K–2 with an integrated approach to explicit instruction in grades 3–5.

Review this Science of Reading toolkit to learn more about the Science of Reading best practices integrated throughout CKLA.

See our Science of Reading solutions in action! Click here to see a real example of how one Ohio district is implementing and educating their K–8 community on the Science of Reading as a response to Ohio’s Plan to Raise Literacy Achievement Initiative.

Great reading instruction starts with helping kids develop great decoding skills. By building a solid foundation of phonological awareness and phonics, reading the words on the page becomes automatic so that comprehension and critical thinking can happen. Our instruction is supported by:

  • Step-by-step lessons with multisensory approaches, clear lesson objectives, and embedded formative assessments.
  • Decodable books and student readers with ebook and audiobook versions that feature engaging plots and relatable characters.
  • An engaging sound library with fun songs and videos that develop phonological awareness.
  • An interactive Vocab App featuring engaging activities with immediate feedback and automated, customized instruction based on student performance.

Students build grade-appropriate subject-area knowledge and vocabulary in history, science, literature, and the arts while learning to read, write, and think creatively and for themselves. Our instruction is supported by:

  • Knowledge builders that provide a quick overview of each domain with its key ideas.
  • Interactive Read-Alouds designed to build knowledge and vocabulary.
  • Content-rich anchor texts that support students as they tackle increasingly complex text and sharpen their analytical skills.
  • Social and emotional learning paired with lessons in civic responsibility.

Easy-to-Use Materials

Amplify CKLA offers a number of digital and multimedia resources to support instruction and enhance the teacher and student experience.

  • Amplify CKLA Digital Experience Site: All teacher and student materials are posted on this site for planning and information purposes, including Teacher Guides, Readers, Activity Books, Ancillary Materials, videos, additional resources, and links to other useful sites, such as the Professional Learning site.
  • The Professional Learning Site: This site includes training materials, best practices, and other resources to develop program expertise. Access professional development anywhere, anytime.
  • Intervention Toolkit: The Intervention Toolkit provides easy-to use resources to assist teachers in filling gaps in students’ foundational skills. Teachers will find hundreds of activities to support phonics, fluency, comprehension, handwriting, and other key skills.
  • The Science of Reading: The Podcast: Hosted by Susan Lambert, The Podcast delivers the latest insights from researchers and practitioners in early reading. Each episode takes a conversational approach and explores a timely topic related to the Science of Reading.

In addition to the videos below, our CKLA Components Guide can be a helpful tool as you explore the materials provided within your sample tubs.

[Video] Physical Materials Walkthrough

As you explore your physical samples, the material walkthrough video below can be a helpful resource. In particular, we suggest watching the following portions of the video.

  • 0-4:38 CKLA components for K–2
  • 4:38-7:00 CKLA components for 3–5
  • 7-7:30 CKLA Program Guide
  • 10:12-13:20 CKLA’s Teacher Resource Site

Note: The below video covers both our K-5 program (Amplify CKLA) as well as our 6-8 program (Amplify ELA).

[Video] Digital Materials Walkthrough

In the video below, learn about CKLA’s digital tools for teachers and students across both classroom and asynchronous environments.

As you prepare to explore our digital platform, be sure to watch and refer to the video below.

Diverse Texts

In Amplify CKLA, texts serve a variety of purposes, from building background knowledge, vocabulary, and comprehension to building decoding and fluency skills.

In grades K–2, instruction is segmented between two strands: Knowledge and Skills.

  • Reading within the Knowledge Strand is centered around authentic read-alouds and trade books that are intentionally sequenced to build content knowledge and vocabulary in specific domain topics around literature, history, science, and the arts. Because research shows that students’ listening comprehension outpaces their reading comprehension until their early teens, Amplify CKLA strategically uses read-aloud text in this strand, allowing students to focus their cognitive energy on gaining meaning from the words and better understanding from the images.
  • Reading within the Skills Strand centers around carefully crafted Student Readers that teach students how to read. Structured as chapter books, these readers are 100% decodable and were developed to align with Amplify CKLA’s scope and sequence for phonics, directly connecting instruction to student practice in connected texts. Students use the Readers to practice decoding, fluency, and comprehension during shared reading lessons, targeted close reading sessions, in small groups, and independently.

In grades 3–5, integrated units bring the Skills and Knowledge strands together as students become increasingly automatic and strategic in their word recognition and language comprehension skills. Student reading and comprehension activities involve a variety of reading materials:

  • Authentic Read-Alouds and trade books ensure students encounter a variety of perspectives as they use these complex text to increase their knowledge while practicing vocabulary and listening comprehension skills.
  • Student Readers connect to each theme and are designed to increase in complexity over time, providing a continual challenge as students’ reading and listening comprehension skills develop and strengthen throughout the year.
  • Novel Guides provide teachers a flexible option for extending authentic reading and text-based activities in the classroom using award-winning and acclaimed novels.
  • ReadWorks articles give students access to additional high-quality texts aligned to both Amplify CKLA knowledge topics and the topics outlined in the Common Core State Standards.

Decodable Readers at Grades K–2

Our Decodable Readers are designed to progress in skills, mirroring the scope and sequence of instruction, which allows students to immediately apply what they are learning to 100% decodable text. More specifically, our decodables:

  • Are uniquely designed to provide intensive practice with the CKLA code while students read compelling and engaging stories and informational texts for the first time.
  • Gradually introduce students to “tricky” spelling concepts, such as different sounds that use the same letter code.
  • Increase in text complexity (i.e., content, length, and vocabulary) as students progress through the grades.
  • Include fiction and nonfiction text.
  • Are available as ebooks and audiobooks.

Below, you can see how students grow from year-to-year across grades K–2.

Student Readers at Grades 3–5

By grades 3–5, students have mastered the basics of decoding and are hungry to use what they’ve learned to reach out to the world. Although Read-Alouds remain an important part of lessons, students are also encouraged to practice independent reading starting in grade 3 with the support of carefully crafted Student Readers. These readers are chock-full of various text types, cultural stories, and a blend of fiction and nonfiction texts that are tied to and support the overarching theme of the unit.

Read-alouds

Authentic literature exposes students to a variety of text types and perspectives to deepen their knowledge of fascinating topics in social studies, science, literature, and the arts. Authentic texts support text-to-self, text-to-world, and text-to-text connections for readers.

Trade books

Our optional Trade Book Collection (and suggested list of additional trade books) align with our grade-level topics, and extend the knowledge students are learning through an authentic text.

Novel Guides

Novel Guides bring students beyond the CKLA curriculum. We provide fifteen full days of instruction on contemporary trade books, as well as writing prompts that help students navigate the authentic literature they love.

ReadWorks

Amplify CKLA and ReadWorks® have partnered to deliver high-quality texts curated to support the Amplify CKLA Knowledge Sequence and to extend student learning. Texts include high-interest nonfiction articles in topics in social studies, science, literature, and the arts. These texts are accompanied by vocabulary supports and standards-aligned formative assessment opportunities. Teachers can monitor their students’ progress using the ReadWorks reporting features.

Reading resources

The following resources may be helpful as you explore our approach to reading and the role that diverse texts play in the program.

Writing

CKLA is rich with opportunities for students to develop, practice, and hone their writing skills. While the shape of writing instruction looks slightly different at each grade level, a commonality across all grades K–5 is that writing isn’t taught in isolation. Rather, it’s embedded within the context of each unit, and is connected to what students read.

At Grades K–2, writing takes place in both the Skills and Knowledge strands.

  • Explicit instruction in writing skills (such as sentence structure) and handwriting takes place in the Skills Strand, and is tied to the decodable readers used within each unit.
  • Extended writing and writing process activities take place in the Knowledge Strand.

At Grades 3–5, writing is embedded through the integrated units.

  • Across each unit, students work on smaller, more discrete writing skills alongside their Student Reader. These skills eventually culminate at the end of each unit in the form of a writing project.
  • In 4th and 5th grades, we expand writing even further with the addition of Poetry units.

Writing and text-dependent questions

The overwhelming majority of questions, tasks, and assignments in CKLA materials are text-dependent. Every CKLA unit and domain is based around key texts that are either read aloud, with a peer, or independently. These readings are followed by class discussions where students are expected to refer to these texts when answering literal, inferential, and evaluative questions, both orally during class discussions and through written responses.

  • Literal questions assess students’ recall of key details from the text. These are text-dependent questions that require students to paraphrase and/or refer back to the portion of the text where the specific answer is provided.
  • Inferential questions ask students to infer information from the text and to think critically. These text-dependent questions require students to summarize and/or reference the portions of the text that lead to and support the inference they are making.
  • Evaluative questions ask students to build on what they have learned from the text using analytical and application skills, often to form an opinion or make a judgment. These questions require students to paraphrase and/or cite the textual evidence that substantiates their argument or opinion.

In addition, students are often asked to generate additional questions based on the texts. Students further demonstrate understanding in writing by applying what they have learned and providing evidence from the text to back up their answers and opinions. For example, Grade 3 students learning about sea exploration write a paragraph from the perspective of a sailor on John Cabot’s ship, stating their opinion of whether the hardships they experienced are worth the adventure or glory and citing examples from the text to support their response. Grade 5 students studying the Adventures of Don Quixote write a four-paragraph persuasive essay arguing whether they believe Don Quixote’s good intentions justify his often calamitous actions, using reasons and evidence from the text to support their claims.

Writing with authentic literature

Novel Guides are designed around authentic texts students love. They not only help students foster a love for reading, they also present authentic opportunities for students to express themselves through writing. Novel Guides provide daily text-based writing and discussion through five activity types:

  • Ask contains questions for discussion, reflection, or brief written responses. These questions cover information all students should understand as they read the text.
  • Explore prompts offer brief research opportunities centered around items mentioned in the text.
  • Imagine activities promote creativity and further reflection.
  • Observe items ask students to take notes or make other kinds of observations about what they have read.
  • Understand questions push students to explore connections to the text.

Writing and enrichment

Writing tasks throughout the program provide almost limitless opportunities for extension. Feedback from the teacher, peers, and self-reflection provide students opportunities to strengthen their writing. For example, advanced students can be encouraged to:

  • Use more complex and unusual descriptive vocabulary.
  • Incorporate figurative language into their writing.
  • Write multi-clause sentences with more complex joining words.
  • Create longer or richer opinion, explanatory, and narrative pieces.
  • Evaluate the use of informational textual characteristics and use in their own writing (e.g., headers, bullets).

Writing resources

The following resources may be helpful as you explore our approach to writing and how writing develops across the program.

Access the program

Explore as a teacher

Before logging in, watch this brief video on navigating the CKLA Teacher Resource Site.

Ready to explore as a teacher? Follow these instructions:

  • Click the CKLA Teacher Resource Site button below.
  • Select Log in with Amplify.
  • Enter the username: t1.ccsd-k5-ckla@demo.tryamplify.net
  • Enter the password: Amplify1-ccsd-k5-ckla
  • Click the CKLA Teacher Resource icon
  • Select a grade level
CKLA Teacher Resource Site

Explore as a student

Before logging in, watch this brief video on navigating the CKLA Student Hub.

Ready to explore as a student? Follow these instructions:

  • Click the CKLA Teacher Resource Site button below.
  • Select Log in with Amplify.
  • Enter the username: s1.ccsd-k5-ckla@demo.tryamplify.net
  • Enter the password: Amplify1-ccsd-k5-ckla
  • Click the CKLA Teacher Resource icon
  • Select a grade level
CKLA Student Hub

Check out these additional resources

Nevada submission resources:

CKLA review resources:

Oregon Math State Review for 6–8

To view this protected page, enter the password below:



What’s included in our literacy curriculum for 6–8

Amplify ELA is a blended literacy curriculum designed specifically for grades 6–8. The heart of every lesson is the text. Our core English Language Arts curriculum enables teachers to teach skills through texts and develop their students’ muscles for building meaning through reading. With Amplify ELA, students learn to attack any complex text and make observations, grapple with interesting ideas, and find relevance for themselves.

Year at a glance

Each grade includes six core units centered on literary or informational texts, delivered in several forms of media. In addition to these main units, students will engage with targeted Grammar lessons and a dedicated Story Writing unit, plus two to three immersive learning experiences called Quests.

Grade 6 core units

Dahl & Narrative

1 assessment lesson
4 sub-units | 28 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

Mysteries & Investigations

1 assessment lesson
5 sub-units | 32 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

The Chocolate Collection

1 assessment lesson
5 sub-units | 25 lessons | 4-6 weeks

The Greeks

Myth World Quest

1 assessment lesson
4 sub-units | 25 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

Summer of the Mariposas

1 assessment lesson
2 sub-units | 27 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

The Titanic Collection

1 assessment lesson
5 sub-units | 25 lessons | 4-6 weeks

Grade 7 core units

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

Red Scarf Girl

1 assessment lesson
4 sub-units | 31 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

Character & Conflict

1 assessment lesson
4 sub-units | 29 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

Brain Science

Perception Academy Quest

1 assessment lesson
4 sub-units | 25 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

Poetry & Poe

The “Who Killed Edgar Allen Poe” Quest

1 assessment lesson
5 sub-units | 29 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

The Frida & Diego Collection

1 assessment lesson
5 sub-units | 25 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

The Gold Rush Collection

1 assessment lesson
5 sub-units | 25 lessons | 4-6 weeks

Grade 8 core units

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

Perspectives & Narrative

1 assessment lesson
4 sub-units | 27 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

Liberty & Equality

1 assessment lesson
6 sub-units | 38 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

Science & Science Fiction

1 assessment lesson
3 sub-units | 29 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

Shakespeare’s Romeo & Juliet

1 assessment lesson
2 sub-units | 22 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

The Holocaust: Memory & Meeting

1 assessment lesson
6 sub-units | 21 lessons | 4-6 weeks

A man with a mustache looks through a microscope at a slide, with abstract yellow lines in the background.

The Space Race Collection

1 assessment lesson
5 sub-units | 25 lessons | 4-6 weeks

Units at a glance

Amplify ELA lessons follow a structure both grounded in regular routines and flexible enough to allow for a variety of learning experiences. Lesson structures vary from day to day, ensuring that students are always engaged.

Learn more in the Amplify ELA Grade Overview.

Unit 6A

Dahl & Narrative

Students begin with narrative writing to develop foundational Focus skills and establish key classroom routines. Teachers use this work to create targeted feedback cycles and build a vibrant community centered on diverse experiences. Students then apply observational skills to Roald Dahl’s Boy: Tales of Childhood, learning to work closely with textual evidence.

Unit 6B

Mysteries & Investigations

Students read like an investigator to embark on a multi-genre study into the mesmerizing world of scientific and investigative sleuthing. The Secret of the Yellow Death: A True Story of Medical Sleuthing by Suzanne Jurmain, and Sir Arthur Conan Doyle’s Sherlock Holmes stories take place in the late 19th century, when medical diagnostics and criminal investigations were still evolving into scientific fields.

Unit 6C

The Chocolate Collection

Students explore primary documents and research the diverse cultural roles chocolate has played over 3,700 years, from its various uses in ancient Mexico to issues with modern production. Along the way, they build information literacy skills, craft research questions, and collaborate in Socratic seminars. Students also learn how to construct an evidence-based argument and use those skills to write pieces aimed at convincing readers about chocolate preferences, school lunch policies, and recommendations for local candy stores.

Unit 6D

The Greeks

Students closely explore and analyze three stories from Greek mythology: “Prometheus,” “Odysseus,” and “Arachne.” Drawing on the routines and skills established in previous units, these lessons ask students to move from considering the state of a single person to contemplating broader questions concerning the role people play in the world and the various communities they inhabit.

Unit 6E

Summer of the Mariposas

Students read Summer of the Mariposas by Guadalupe García McCall, a contemporary Latino retelling of The Odyssey. Following five sisters on their journey into Mexico and back, students explore this reimagining of the hero’s journey as they encounter Mexican folklore and Aztec legends along the way. Students analyze character development, compare the novel to Homer’s original, research Aztec mythology, explore symbolism, and engage in collaborative discussions before writing an essay about what makes the heroes successful.

Unit 6F

The Titanic Collection

Students explore primary documents and conduct research to understand the 1912 Titanic disaster, building information literacy skills by examining artifacts such as dining menus, ship photos, telegraph transcripts, and newspaper accounts. Each student is assigned a passenger from the manifest and writes a narrative account from that person’s perspective, considering different views. Students also participate in Socratic seminars to examine the complicated issues within the Titanic story.

Unit 7A

Red Scarf Girl & Narrative

Students begin with narrative writing to develop foundational Focus skills while teachers establish targeted feedback cycles and build a classroom community centered on diverse experiences. After exploring how they describe their own experiences and emotions, students apply the same close attention to analyzing details in Ji-li Jiang’s Red Scarf Girl: A Memoir of the Cultural Revolution.

Unit 7B

Character & Conflict

Students analyze characters’ responses to conflict and examine how authors use character interactions to develop theme and perspective. They read Carson McCullers’ “Sucker” and Lorraine Hansberry’s A Raisin in the Sun, both texts that explore how families facing hardships can support and harm one another. Students observe complex character growth and discuss issues of identity, family obligations, and differing notions of success.

Unit 7C

Brain Science

Students explore narrative nonfiction and informational texts about brain science to understand what it means to be human and how their developing brains impact daily experiences. They also build awareness of their cognitive strengths and analyze the structures of informational texts and scientific arguments. Key texts include Phineas Gage, Inventing Ourselves: The Secret Life of the Teenage Brain, and Oliver Sacks’ The Man Who Mistook His Wife for a Hat.

Unit 7D

Poetry & Poe

Students learn visualization techniques to read like a movie director, beginning with poems by D.H. Lawrence, Federico García Lorca, and Emily Dickinson to form mental images. They then read three Edgar Allan Poe texts, creating storyboards and analyzing narrative elements to learn about unreliable narrators. Students also participate in the murder-mystery Quest “Who Killed Edgar Allan Poe?” and write an essay arguing whether they can trust a narrator in the unit’s texts.

Unit 7E

The Frida & Diego Collection

Students explore primary source documents and research on Mexican artists Diego Rivera and Frida Kahlo, learning how they drew inspiration from Latin American folklore, politics, and customs. Along the way, students build information literacy by generating research questions and visual analysis skills through close reading of key paintings. They also compare the artists’ descriptive writing to Shakespeare’s and analyze figurative language. The unit culminates in a research project showcasing their interpretation of Frida and Diego’s work and legacy.

Unit 7F

The Gold Rush Collection

Students explore primary documents and conduct research on the California Gold Rush, building information literacy skills and constructing research questions. They also learn about the diverse people who participated, compare fictional and historical accounts, and participate in Socratic seminars. Students write narrative accounts from specific perspectives and complete a culminating research assignment combining essay and media project elements.

Unit 8A

Perspectives & Narrative

Students learn to read like writers, paying attention to craft and writing moves that shape reader experience and developing Focus and Showing skills as they build collaborative classroom routines. Students study three narrative texts, exploring themes of belonging and identity through close reading. They also practice alternating between analytic and narrative writing, and conclude with an essay arguing whether the mothers in Amy Tan’s “Fish Cheeks” are role models. 

Unit 8B

Liberty & Equality

Students study Civil War-era writings that debate the meaning of “all men are created equal,” exploring various perspectives on American ideals. Key texts include Walt Whitman’s Leaves of Grass, Frederick Douglass’ Narrative, and Harriet Ann Jacobs’s Incidents in the Life of a Slave Girl. The unit culminates with an essay examining Douglass’s arguments and Lincoln’s Gettysburg Address to consider what America means by “all men are created equal.”

Unit 8C

Science & Science Fiction

Students read Gris Grimly’s Frankenstein, a graphic novel adaptation of Mary Shelley’s novel, exploring themes of creator responsibility, societal influence, and the risks of scientific inquiry. They trace Victor’s sympathy for his creation, rewrite scenes from the creature’s perspective, and debate whether Victor owes the creature a companion. The unit concludes with an essay determining whether the creature should be considered human.

Unit 8D

Shakespeare’s Romeo & Juliet

Students read five excerpts from Shakespeare’s Romeo and Juliet to learn key elements of Shakespearean English through close reading. They practice memorizing and reciting the famous “Prologue,” put on stage performances, translate Shakespeare’s language into contemporary terms, and study the Shakespearean sonnet form. The unit concludes with an essay arguing whether love or hate is responsible for Romeo’s death.

Unit 8E

Holocaust: Memory & Meaning

Students use close reading to explore memoirs and primary sources that address two key Holocaust questions: How do societies become participants in atrocity, and what are our responsibilities as witnesses? Students analyze multiple perspectives through texts, including Alexander Kimel’s “I Cannot Forget,” Irene Butter’s Shores Beyond Shores, 1936 Olympics propaganda, and excerpts from Maus and Night.

Unit 8F

The Space Race Collection

Students explore primary documents and conduct research on the Space Race. They build information literacy skills, construct research questions, and learn about diverse participants from Soviet cosmonauts to American heroes like Buzz Aldrin and Katherine Johnson. Each student researches an assigned cosmonaut or astronaut and writes space blog entries from their perspective. Students also complete a capstone research essay and media project.

Print & digital components

The program includes instructional guidance and student materials for a year of instruction, with lessons and activities that keep students engaged every day.

A diagram shows the Amplify ELA curriculum with examples of the digital teacher edition on a tablet, print teacher edition pages, and a teacher projection of an artwork on a screen.

Teacher materials

Teacher Edition

Available digitally and in print, the Teacher’s Edition contains all the information teachers need to facilitate classroom instruction, including detailed lesson plans, video teacher tips, presentation slides, standards alignment, Exit Tickets, real-time differentiation strategies, and robust reporting.

Student materials

Student Edition

Available digitally and in print, student materials guide middle schoolers through complex texts and writing by engaging them with high-quality narrative and informational texts—providing videos, audio supports, and a digital experience that captures their attention. They also keep all of their writing in one place with a personal Writing Journal.

A collection of Amplify ELA materials including a print student edition, a digital student edition on a laptop, a writing journal, and an Arachne literature module.

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What’s new

The Tech User Manual has been updated for EOY.

About mCLASS in Louisiana

The Louisiana Department of Education is committed to providing literacy instruction for all by:

  • Aligning core curriculum, instruction, and assessments with the Science of Reading.
  • Providing appropriate literacy interventions to address difficulty with reading development.
  • Implementing practices based on the Science of Reading in every classroom, every day.
  • Offering aligned resources to parents, guardians, and family members.

Built on decades of research at the Center on Teaching and Learning at the University of Oregon (a national center for early childhood assessment and instruction), the mCLASS suite meets Louisiana’s early literacy goals for its students with a robust core curriculum and a suite of reporting, grouping, lesson, and caregiver support features.

DIBELS measures at each grade level 
Measure Grade K Grade 1 Grade 2 Grade 3
Letter naming fluency A large, light peach-colored checkmark on a transparent background. A large, light peach-colored checkmark on a transparent background.    
Phonemic segmentation fluency A large, light peach-colored checkmark on a transparent background. A large, light peach-colored checkmark on a transparent background.    
Nonsense word fluency A large, light peach-colored checkmark on a transparent background. A large, light peach-colored checkmark on a transparent background. A large, light peach-colored checkmark on a transparent background. A large, light peach-colored checkmark on a transparent background.
Word reading fluency A large, light peach-colored checkmark on a transparent background. A large, light peach-colored checkmark on a transparent background. A large, light peach-colored checkmark on a transparent background. A large, light peach-colored checkmark on a transparent background.
Oral reading fluency   A large, light peach-colored checkmark on a transparent background. A large, light peach-colored checkmark on a transparent background. A large, light peach-colored checkmark on a transparent background.
Maze (basic comprehension)     A large, light peach-colored checkmark on a transparent background. A large, light peach-colored checkmark on a transparent background.

Enrollment resources

EOY enrollment timeline: 

  • 3/3- 3/17: Admin Portal closed 
    • Students and staff are still able to log into mCLASS
    • Students are still able to assess Progress Monitoring
    • No EOY assessments taking place at this time 
    • Data Reporting (classroom and aggregate reports) is still available
  • 3/18: Admin Portal reopens 
  • 4/1: EOY begins

Student Transfers:

For instructions on transferring students into a district from a different district within the state, see the Transferring Students section of the Test Coordinator Manual: K–3 EOY.

To add students to your district who are transferring to your school from outside of LDOE, please follow the process in the Enrolling Students section of this article.

End of Year and G3 Summer window resources

  • Test Coordinator Manual (District and School Test Coordinators only): This manual provides instructions for administrative tasks for DTCs and STCs.
  • Test Administrator Manual for the Secure K–2 End of Year Literacy Assessment: This manual for Test Administrators provides instructions for administering the secure EOY assessment.
  • Test Administration Manual: Grade 3 End of Year Literacy Assessment:  This manual for Test Administrators provides instructions for administering EOY assessment to Grade 3 students.
  • Tech User Guide: This manual for District and School Technology Coordinators provides instructions for installing the safe browser (Windows/Mac) or kiosk mode applications (Chromebook) needed for secure EOY assessment.
  • Accessibility and Accommodations Manual: This manual includes information about the accessibility features offered for secure EOY assessment, as well as the standard DIBELS 8th Edition Accommodations.
  • For information about student demographics in the Admin Portal, see LDOE Admin Portal: Demographics.
  • New Troubleshooting for ChromeOS Kiosk Mode guide is available for Technology Coordinators supporting Test Administrators who encounter an error message when launching the Chrome kiosk mode applications.

How to: Install the Safe Exam Browser

This section provides instructions for installing the Safe Exam Browser (SEB), which is needed to assess K-2 students during EOY in Louisiana. Depending on your device type, download the SEB app from the Apple App Store or this site.

If you are using a Chromebook, you will use kiosk mode instead of the SEB. The Tech User Guide includes instructions for installing the applications needed to use kiosk mode, as well as instructions for installing the SEB and additional information to set up devices for secure End of Year (EOY) assessment.

Windows

Browser: Chrome (latest 2 versions)

iPad

  • Navigate to Safe Exam Browser in the App Store on your iPad.
  • Tap the Safe Exam Browser app icon to open the app page.
  • Tap Get to download and install the app.
  • For instructions on installing the SEB, see the Tech User Manual.

macOS

  • Download the DMG file.
  • Depending on your browser, a download page may open in a new tab, displaying the download progress. When the download is complete, close the tab. 
  • For instructions on installing the SEB, see the Tech User Manual.

Progress Monitoring

This guide provides instructions for administering progress monitoring (PM) assessments in Louisiana schools. 

Please note that the steps for accessing and administering PM assessments are different for schools with an mCLASS Intervention license than for schools that do not have an mCLASS Intervention license.

Amplify Tutoring: HDT driven by mCLASS data

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Grounded in evidence-based practices and taught by caring, consistent tutors, our high-impact tutoring programs use high-quality instructional materials and data-driven mCLASS® products to empower students.

  • Data-driven, personalized instruction
  • Research-backed solutions tailored to support your MTSS framework
  • Customizable–before, during or after school year-long, semester-long and summer programming
  • Comprehensive program management and staffing support

Professional development

Amplify professional development (PD) provides learning experiences that intentionally develop the knowledge and skills you need for effective and self-sustaining implementation.

Go to the PD Library to access self-paced online courses, webinar recordings, videos, and more to help you learn how to administer and score the assessment and develop a deeper understanding of reporting and instruction.

If you are interested in purchasing additional PD for your school or district, please reach out to your account executive.

Additional mCLASS information

mCLASS gives you instant results and clear next steps for each student. Quick and actionable reports provide detailed insight into students’ reading development across foundational literacy skills for teachers, specialists, administrators, and caregivers.

View the EOY mCLASS Reporting Guide to learn more.

View the BOY/MOY mCLASS Reporting Guide to learn more.

Additional resources around mCLASS reporting can be found by navigating to the Programs & Apps section and then selecting PD Library. 

Graph showing emma ashley's progress in letter sounds from august to may, starting well below benchmark at 20, reaching 74 by december, and surpassing the benchmark with 90 in may.

To continue your own professional learning around the Science of Reading, join your colleagues who’ve subscribed to our podcasts and communities!

Science of Reading: The Podcast delivers the latest insights from researchers and practitioners in early reading. Further your professional development with each episode by subscribing and downloading now.

Science of Reading: The Community is built for those committed to fostering conversation around the Science of Reading and implementing best practices in the classroom (including the virtual classroom).

What does classroom instruction look like when it is based on Science of Reading practices? We’ve outlined a Science of Reading action plan to guide your evaluation in our new FREE ebook, Science of Reading: Making the shift.

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The mCLASS Home Connect website houses literacy resources for parents and caregivers, including at-home lessons organized by skill to help students at home during remote learning. Our mCLASS parent/caregiver letters in English and Spanish ensure that families know how to best support their students.

Screenshot of the mclass home connect website showing educational activities in three categories: word race, count the ways, and mystery game, with navigation options at the top.

mCLASS support

Our chat agents are standing by to assist you!
Simply log in at my.amplify.com/login/louisiana and select the orange button in the lower right corner to chat live with our support team.

Important note:
Our support hours are Monday through Friday, 7 a.m. to 6 p.m. CT.

Check out the DIBELS 8 LDOE Help Center for more help at any point during implementation.

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Additional Amplify products

Get in touch with us to learn more about bringing other high-quality Amplify programs to your school or district.

Grade K

Unit 1: Count Sequence and Numbers to 5

Module 1: Represent Numbers to 5 with Objects

Lesson 1: Represent 1 and 2Connecting Cubes
Lesson 2: Represent 3 and 4Skye’s Style
Matching Groups
Designing Shoes With Skye

Unit 2: Count Sequence and Numbers to 10

Module 7: Represent Numbers 6 to 10 with Objects

Module OpenerInvestigate: Cafeteria Math
Fingers as Math Tools
Lesson 2: Represent 8 and 9Moving and Grooving

Module 10: Compare Numbers to 10

Lesson 4: Compare Groups Within 10 by CountingMore, Fewer, or the Same
Fingers and Counters
Lesson 5: Compare Groups Within 10 by MatchingComparing Words
Forest Friends

Module 11: Add To and Take From Within 10

Module OpenerInvestigate
How Many Objects?

Module 12: Put Together and Take Apart Within 10

Lesson 3: Solve Put Together Problems Within 10How Many Objects in Pictures?
How Will You Count?
What Does It Mean to Add?
Lesson 4: Solve Take Apart Problems Within 10What Does It Mean to Subtract?
Lesson 5: Solve Word Problems Within 10The Bus Depot

Module 13: Ways to Make Numbers to 10

Lesson 4: Ways to Make 10Harry’s Hamster Wheel
Harry Explores Space
Lesson 5: Make 10 From a Given NumberShowing What We Know About 10
Lesson 1: Ways to Make 6 and 7Harry Explores the Ocean

Unit 3: Geometry

Module 14: Analyze and Compare Three-Dimensional Shapes

Module OpenerWhat’s That Shape?
Lesson 5: Build ShapesBuilding Solid Shapes

Module 15: Describe Position of Objects

Module OpenerPutting Solid Shapes Together

Module 16: Analyze and Compare Two-Dimensional Shapes

Lesson 7: Compare Two-Dimensional and Three-Dimensional ShapesSo Much Sorting
What’s That Shape Called?
Another Shape

Unit 4: Number and Operations in Base Ten

Module 17: Place Value Foundations-Represent Numbers to 20

Lesson 3: Compose Ten Ones and Some More Ones to 19Investigate: Packing Snacks
Lesson 4: Represent Numbers to 20Getting Ready for the Game
How Many on the Field?
Pass, Shoot, Score

Module 18: Place Value Foundations-Represent Number to 20 with a Written Numeral

Lesson 1: Count and Write 11 to 14Jersey Jam!
Lesson 3: Count and Write 16-19People at the Park

Grade 1

Unit 1: Ways to Add and Subtract

Module 2: Subtraction Strategies

Lesson 2.1: Represent SubtractionPacking a Picnic
Lesson 2.2: Count BackWhat’s the Difference?
Lesson 2.3: Count on to SubtractLeaping Lily Pads!

Module 3: Properties of Operations

Lesson 3.6: Determin Equatl and Not EqualReplanting Huli

Module 4: Apply Addition and Subtraction Relationships

Lesson 4.2: Represent Related FactsSame Number, Different Ways
Lesson 4.3: Identify Related FactsKitten Coaster
Lesson 4.6: Solve for Unknow AddendTutu’s Garden in Maui

Module 5: Understand Add to and Take From Problems

Lesson 5.4: Solve Add To and Take From ProblemsA Community Working Together
Helping Others
Making 10

Module 6: Understand Put Together and Take Apart Problems

Lesson 6.3: Represent Addend and Unknown Problems with Objects and DrawingInvestigate: Let’s Grow!

Module 8: Data

Lesson: 8.2 Represent Data with Picture GraphsShapes Ying Saw

Unit 3: Numbers to 120

Module 10: Count and Represent Numbers

Lesson 10.4: Decompose Numbers in Different WaysInvestigate: Game Points
Lesson 10.5: Represent, Read, and Write Numbers from 100 to 110From Head to Claw
From Wing Tip to Wing Tip
Measuring More Wingspans
Lesson 10.5: Represent, Read, and Write Numbers from 110 to 120From Head to Claw
From Wing Tip to Wing Tip
Measuring More Wingspans

Unit 4: Addition and Subtractoin in Base Ten

Module 12: Understand Addition and Subtraction with Tens and Ones

Lesson 12.1: Representing Adding TensMeeting Yara
It’s a Match
From Park to Table
Lesson 12.3: Add and Subtract TensHow Many Cubes?
Boris’s Thimbles
How Many Tens?

Module 13: Two-Digita Addition and Subtraction

Lesson 13.1: Use Hundred Charts to Show Two-Digit Addtion and Subtraction.Investigate: Squashes at the Playground
Lesson 13.2: Understand and Explain Place Value AdditionTown Helpers
Making Squash Butter

Unit 6: Measurment

Module 16: Fraction Foundations

Lesson 16.1: TAke Apart Two-Dimensional ShapesFair and Square
Lesson 16.2: Identify Equal or Unequal PartsOne of the Parts, All of the Parts
Lesson 16.4: Partition Shapes into FourthsA Bigger Part

Grade 2

Unit 1: Numbers and Data

Module 1: Fluency for Addition and Subtraction Within 20

Lesson 1.5: Use the Make a Ten Strategy to AddExploring Within 10
Ways to Make 10

Module 1: Fluency for Addition and Subtraction Within 21

Lesson 1.6: Use a Tens Fact to SubtractExploring Within 10
Ways to Make 10

Module 2: Equal Groups

Lesson 2.1: Identify Even and Odd NumbersCan You Share?
Is It Even or Odd?
Lesson 2.2: Write Equations to Represent Even NumbersEverybody, Find A Partner!

Module 3: Data

Lesson 3.5: Draw bar graphs to Represent DataAwesome Aquariums

Unit 2: Place Value

Module 4: Understand Place Value

Lesson 4.1: Group Tens as HundredsWhat Makes a Hundred?
Lesson 4.2: Understand Three-Digit NumbersWhat’s the Value?
Lesson 4.4: Represent Numbers with Hundreds, Tens, and OnesMail Call!
What’s Your Name?

Module 5: Read, Write, and Show Numbers to 1000

Lesson 5.3: Different Ways to Write NumbersA New Representation
Lesson 5.4: Different Ways to Show NumbersAll the Ways!

Module 6: Use Place Value

Lesson 6.1: Count Within 1000Investigate
Turtle Hurdle
Lesson 6.5: Use Symbols to Compare NumbersTime to Line Up!

Unit 3: Money and Time

Module 7: Coins

Lesson 7.1: Relate Place Value to CoinsInvestigate
Lesson 7.2 Identify and Find Value of CoinsDiscovering Coins (Part 1)
Lesson 7.3: Compute the Value of Coin CombinationsHow Much Money?
Lesson 7.4: Show Amounts in Different WaysDiscovering Coins (Part 2)
The Toy Stand

Module 8: Dollar Amounts

Lesson 8.3: Solve Problems Involving MoneyThe Craft Stand at the Block Party

Unit 5: Three-Digita Addition and Subtraction

Module 16: Three-Digit Addition

Lesson 16.1: Use Drawing to Represent Three-Digit AdditionThere’s Something About Berries
Lesson 16.2: Decomposte Three-Digit AddendsBaking With Skunk

Unit 6: Measurement

Module 18: Lengths in Inches, Feet, and Yards

Lesson 18.4: Make Line Ploits to Show Measurement DataMessy Measurements
Bracelets and Wristbands

Module 20: Relate Addition and Subtraction to Length

Lesson 20.1: Relate Inches to a Number LineInvestigate
Time to Line Up!
What’s That Number?
Lesson 20.2: Add and Subtract Lengths in InchesLengths of Jungle Animals
Lesson 20.3: Relate Centimeters to a Number LineInvestigate
Time to Line Up!
In Full Bloom

Unit 7: Geometry and Fractions

Module 21: Two- and Three- Dimensional Shapes

Lesson 21.2 Identify and Draw Three-Dimensional ShapesMore to Measure
Lesson 21.2: Identify and Draw Two-Dimensional ShapesFrame It!
Measure It, Draw It

Grade 3

Unit 1: Understand Multiplication and Area

Module 1: Understand Multiplication

Lesson 1.1: Count Equal GroupsEqual Groups
Lesson 1.3: Represent Multiplication with ArraysArrays of Flavor
Lesson 1.4: Understand the Commutative Property of MultiplicationArrays of Flavor

Module 2: Relate Multiplication and Area

Lesson 2.1 Understand Area by Counting Unit SquareInvestigate: Comparing Rugs
Which Covers More Space?
Lesson 2.2: Measuring Area by Counting Unit SquaresTiling Figures
Area Hunt
Lesson 2.3: Relate Area to Addition and MultiplicationRectangles and Arrays

Unit 2: Multiplication and Division

Module 7: Relate Multiplication and Division

Lesson 7.7: Build Fluency with Multiplication and DivisionRelating Quotients to Familiar Products

Module 8: Apply Multiplication and Division

Lesson 8.3: Use Multiplication and Division to Solve Problem SituationsIt’s Chili in Here!
Lesson 8.4: Solve Two-Step ProblemsDivision and Multiplication Equations

Unit 3: Addition and Subtraction Strategies

Module 9: Addition and Subtraction Strategies

Lesson 9.3: Use Properties to AddHow Would You Solve It?
Lesson 9.4: Use Mental Math to Assess ReasonablenessAdding Strategically

Module 10: Addition and Subtraction Within 1000

Lesson 10.1: Use Expanded Form to AddWhat Is an Algorithm?
Lesson 10.2: Use Place Value to AddAdding Your Way
Using Fewer Digits
Lesson 10.5: Choose a Strategy to Add or SubtractDetermining Sums of 2 or More Addends

Unit 4: Fractions

Module 13: Understand Fractions as Numbers

Lesson 13.4: Represent and Name Fractions on a Number LineFractions on the Number Line
Lesson 13.5: Express Whole Numbers as FractionsCat Crossing
Lesson 13.6: Represent and Name Fractions Greater Than 1Location, Location, Location

Unit 5: Measurement and Data

Module 18: Represent and Interpret Data

Lesson 18.4: Make a Bar GraphPuppy Pile
2, 5, or 10?
Egg-cellent Pick
Lesson 18.5: Use Line Plots to Display Measurement DataHow Long Is It?
More Precise Measurements
Same Lengths, Different Names
Lesson 18.6: Make Line Plots to Display Measurement DataThe Plot Chickens
Let’s Make a Line Plot

Unit 6: Geometry

Module 19: Define Two-Dimensional Shapes

Lesson 19.1: Describe ShapesPiho’s Shapes
Lesson 19.4: Define QuadrilateralsRectangles, Squares, and Rhombuses

Module 20: Categorize Two-Dimensional Shapes

Lesson 20.1: Draw QuadrilateralsMore Quadrilaterals

Grade 4

Unit 1: Place Value and Whole Number Operations

Module 3: Interpret and Solve Problem Situations

Lesson 3.1: Explore Multiplicative ComparisonsSticker Mania
Lesson 3.4: Use Comparison to Solve Problem SituationsRepresenting “Times as Many”
Going Swimming

Unit 2: Multiplication and Division Problems

Module 4: Mental Math and Estimation Strategies

Lesson 4.3: Estimate Products by 1-Digit NumbersA Reasonable Answer

Module 5: Multiply by 1-Digit Numbers

Lesson 5.1: Represent MultiplicationInvestigate: Packing Lei
Lesson 5.2: Use Area Models and the Distributive Property to MultiplyCounting Flowers for Lei
Lesson 5.4: Multiplying Using Partial ProductsThree of a Kind
Lesson 5.6: Multiplying 3-Digit and 4-Digit NumbersA Lei Making Workshop

Unit 3: Extend and Apply Multiplication

Module 8: Extend and Apply Multiplication

Lesson 8.1: Multiply with TensGrowing Flowers for the Lei
Lesson 8.3: Relate Area Model and Partial ProductsDouble Decomposition
Lesson 8.4: Multiplying Using Partial ProductsRevisiting Strategies
Lesson 8.7: Solve Multi-step Problems and Assess ReasonablenessHow Many Supplies?

Unit 4: Fractions and Decimals

Module 10: Algebraic Thinking and Number Theory

Lesson 10.1: Investigate FactorsHamster Homes
Lesson 10.2: Identify FactorsFactor or Multiple?
Lesson 10.4: Identify Prime and Composite NumbersA Number Game
Lesson 10.5 Generate and Analyze Number PatternsHow Does It Grow?

Module 11: Fraction Equivalence and Comparison

Lesson 11.1: Compare Fractions Using Viaula ModelsInvestigate: Building Your Own Number Line
Lesson 11.2: Compare Fractions Using BenchmarksFraction Strips
Lesson 11.6: Compare Fractions Using Common DenominatorsChop It
Lesson 11.7: Use Comparison to Order FractionsAll Kinds of Fractions

Module 12: Relate Fractions and Decimals

Lesson 12.1: Represent Tenths as Fractions and DecimalsA New Way to Write Tenths
Lesson 12.2 Represent Hundredths as Fractions and DecimalsA New Way to Write Hundredths
Lesson 12.3: Identify Equivalent Fractions and DecimalsAre They Equivalent?
Lesson 12.4: Compare DecimalsHow Can You Compare?
Robot Factory
What’s the Order

Module 13: Use Fractions to Understand Angles

Lesson 13.2: Explore AnglesAngle Adventures
Lesson 13.3: Relate Angles to Fraction Part of a CircleThe Spin on Angles
Lesson 13.6: Join and Separate AnglesAngles in Motion

Module 14: Understand Addition and Subtraction of Fractions with Like Denominators

Lesson 14.2: Joining Parts of the Same WholePizza Problems

Module 15: Add and Subtract Fractions and Mixed Numbers with Like Denominators

Lesson 15.1: Add and Subtract Fractions to Solve ProblemsMath Pizzeria

Unit 6: Two-Dimensional Figures and Symmetry

Module 18: Symmetry and Patterns

Lesson 18.3: Generate and Identify Shape PattersHow Does It Grow?

Grade 5

Unit 1: Whole Numbers, Expressions, and Volume

Module 1: Whole Number Place Value and Multiplication

Lesson 1.3: Use a Pattern to Multiply by Multiplies of 10, 100, and 1000Partial Products Everywhere
Monarch Butterflies
All About That Base
Lesson 1.5: Multiply Multi-Digit NumbersHow Do They Compare?

Module 2: Understand Division of Whole Numbers

Lesson 2.4: Use Partial QuotientsEmptying the Water Tank

Module 5: Volume

Lesson 5.2: Understand VolumeWhich is Largest
Lesson 5.3: Estimate VolumePacking the Barge
Lesson 5.6: Find Volume of Composed FiguresPutting it Together
Figures Made of Prisms

Unit 3: Multiplying Fractions and Mixed Numbers

Module 8: Understand Multiplication of Fractions

Lesson 8.1: Explore Groups of Equal Shares to Show MultiplicationInvestigate: Sharing Sandwiches
Investigate: Folding Paper
Lesson 8.2: Represent Multiplication of Whole Numbers by FractionsSharing More Sandwiches
Lesson 8.3: Represent Multiplication with Unit FractionOne Part of One Part
Lesson 8.4: Represent Multiplication of FractionsDance Breaks
Parts of Parts
Making Food
Lesson 8.5: Use Representations of Area to Develop ProceduresOne Part of One Part
Installing Turf
Rows and Columns
Lesson 8.6: Interpret Fraction Multiplication as ScalingChores at Animal Haven
The Re-size-inator
Lesson 8.7: Multiplying FractionsMessy Multiplication

Module 9: Understand and Apply Multiplication of Mixed Numbers

Lesson 9.3: Practice Multiplication with Fractions and Mixed NumbersMessy Multiplication
Applying Fraction Multiplication

Unit 4: Divide Fractions and Convert Customary Units

Module 10: Understand Division with Whole Numbers and Unit Fractions

Lesson 10.1: Interpret a Fraction as DivisionDivision Story Problems
Making Generalizations

Unit 5: Add and Subtract Decimals

Module 13: Decimal Place Value

Lesson 13.1: Understand ThousandthsWhat Is One Thousandth?
Lesson 13.2: Read and Write Decimals to ThousandthsSay What?
Lesson 13.3: Round DecimalsWhich Way Down the Mountain?
Rounding Races
Lesson 13.4: Compare and Order DecimalsInvestigate: Numbers Between Numbers
The Claw
Selling Collectibles

Unit 6: Multiply Decimals

Module 15: Multiply Decimals and Whole Numbers

Lesson 15.1: Understand Decimal Multiplication PatternsPlace Value Patterns
Powers of 10 Parade

Unit 7: Divide Decimals and Convert Customary Units

Module 17: Understand Decimal Division Patterns

Lesson 17.1: Understand Decimal Division PatternsPowers of 10 Parade

Unit 8: Graphs, Patterns, and Geometry

Module 19: Graphs and Patterns

Lesson 19.1: Describe a Coordinate SystemCreating a Coordinate System
Lesson 19.2: Understand Ordered PairsBullseye!
Lesson19.4: Generate and Identify Numerical PattermsCoordinating Satellite Repairs

Grade 6

Unit 1: Number Systems and Operations

Module 1: Integer Concepts

Lesson 1: Identify and Interpret IntegersCan You Dig It?
Lesson 2: Compare and Order Integers on a Number LineOrder in the Class

Module 3: Fraction Division

Lesson 1: Understand Fraction DivisionFlour Planner
Fill the Gap

Module 4: Fluency with Multi-Digit Decimal Operations

Lesson 1: Add and Subtract Multi-Digit DecimalsDishing Out Decimals
Decimal Diagrams and Algorithms
Lesson 4: Divide Multi-Digit DecimalsMovie Time

Unit 2: Ratio and Rate Reasoning

Module 5: Ratio and Rates

Lesson 1: Understand the Concept and Language of RatiosPizza Maker
Lesson 2: Represent Ratios and Rates with Tables and GraphsFruit Lab
Disaster Preparation
Lesson 3: Compare Ratios and RatesModel Trains
Lesson 4: Find and Apply Unit RatesWorld Records
Lesson 5: Solve Ratio and Rate Problems Using Proportional ReasoningWelcome to the Robot Factory
More Soft Serve

Module 6: Apply Ratios and Rates to Measurement

Lesson 2: Use Rate Reasoning to Convert withing Measurement SystemsSoft Serve
Many Measurements

Module 7: Understand, Express, and Compare Percent Ratios

Lesson 1: Understand, Express, and Compare Percent RatiosLucky Duckies

Unit 3: Expressions, Equations, and Inequalities

Module 8: Numerical and Algebraic Expressions

Lesson 3: Write Algebraic Expressions to Model SituationsProducts and Sums

Module 9: Solve Problems Using Equations and Inequalities

Lesson 1: Write Equations to Represent SituationsWeight for It
Five Equations
Lesson 2: USe Additions and Subtraction Equations to Solve ProblemsHanging Around
Hanging It Up
Lesson 3: Use Multiplication and Division Equations to Solve ProblemsHanging Around
Hanging It Up
Lesson 4: Use One-Step Equations to Solve a Variety of ProblemsSwap and Solve
Lesson 5: Write and Graph InequalitiesTunnel Travels

Module 10: Real-World Relationships Between Variables

Lesson 1: Represent Equations in Tables and GraphsSubway Fares
Lesson 2: Write Equations from Verbal DescriptionsSubway Fares

Unit 4: Relationships in Geometry

Module 11: Polygons on the Coordinate Plane

Lesson 4: Find the Perimeter and Area on the Coordinate PlaneShapes on a Plane

Module 12: Area of Triangles and Special Quadrilaterals

Lesson 1: Develop and Use the Formula for Area of ParallelogramsExploring Parallelograms, Part 1
Exploring Parallelograms, Part 2
Off the Grid, Part 1
Lesson 2: Develop and Use the Formula for Area of TrianglesExploring Triangles
Triangles and Parallelograms
Off the Grid, Part 2
Lesson 3: Develop and Use the Formula for Area of TrapezoidsPile of Polygons
Lesson 4: Find Area of Composite FiguresPuzzling Areas
Letters

Module 13: Surface Area and Volume

Lesson 1: Explore Nets and Surface AreaRenata’s Stickers

Unit 5: Data Collection and Analysis

Module 14: Data Collection and Displays

Lesson 2: Display Data in Dot PlotsMinimum Wage
Lesson 3: Make Histograms and Frequency TablesThe Plot Thickens

Module 15: Measure of Center

Lesson 2: Find Measures of CenterToy Cars
Lesson 3: Choose a Measure of CenterHoops

Grade 7

Unit 1: Proportional Relationships

Module 1: Identify and Represent Proportional Relationships

Lesson 1: Explore RelationshipsPaint
Lesson 2: Recognize Proportional Relationships in TablesTwo and Two
Lesson 3: Compute Unit Rates Involving FractionsDinoPops
Lesson 4: Recognize Proportional Relationships in GraphsScale Factor Challenges
Lesson 5: Use Proportional Relationships to Solve Rate ProblemsScaling Robots
Lesson 6: Practice Proportional Reasoning with Scale DrawingsScaling Machines
Make it Scale
Tiles
Will It Fit

Module 2: Proportional Reasoning with Percents

Lesson 1: Percent ChangeMosaics
Percent Machines
Lesson 2: Markups and DiscountsMore and Less
All the Equations
Lesson 3: Taxes and Gratuities100%
Lesson 5: Simple InterestBack in My Day

Unit 2: Rational Number Operations

Module 3: Understand Addition and Subtraction of Rational Numbers

Lesson 1: Add or Subtract a Positive Integer on a Number lineFloats and Anchors
Lesson 3: Use a Number Line to Add and Subtract Rational NumbersDraw Your Own

Module 4: Add and Subtract Rational Numbers

Lesson 1: Compute Sums of IntegersMore Floats and Anchors
Lesson 2: Compute Differences of IntegersMore Floats and Anchors
Lesson 4: Apply Properties to Multi-step Addition and Subtraction ProblemsInteger Puzzles

Unit 3: Model with Expressions, Equations, and Inequalities

Module 7: Solve Problems Using Expressions and Equations

Lesson 1: Write Linear Expressions in Different Forms for Different SituationsCollect the Squares
Lesson 3: Write Two-Step Equations for SituationsKeeping it True
Lesson 5: Apply Two-Step Equations fo Find Angle MeasuresFriendly Angles
Missing Measures

Module 8: Solve Problems Using Inequalities

Lesson 1: Understand and Apply Properties to Solve One-Step InequalitiesI Saw the Signs
Lesson 2: Write Two-Step Inequalities for SituationsUnbalanced Hangers
Shira the Sheep
Lesson 3: Apply Two-Step Inequalities to Solve ProblemsBudgeting
Write Them and Solve Them

Unit 4: Geometry

Module 9: Draw and Analyze Two-Dimensional Figures

Lesson 2: Draw Circles and Other FiguresCan You Build It

Module 10: Analyze Figures to Find Circumference and Area

Lesson 1: Derive and Apply Formulas for CircumferenceMeasuring Around
Lesson 2: Derive and Apply a Formula for the Area of a CircleWhy Pi?
Lesson 4: Areas of Composite FiguresArea Challenges

Unit 5: Sampling and Data Analysis

Module 13: Use Statistics and Graphs to Compare Data

Lesson 3: Compare Means Using MAD and Repeated SamplingCrab Island

Module 14: Understand and Apply Experimental Probability

Lesson 1: Understand Probability of an EventHow Likely
Lesson 2: Find Experimental Probability of Simple EventsProb-bear-bilities

Module 15: Find Theoretical Probability of Simple Events

Lesson 1: Find Theoretical Probability of Simple EventsIs It Fair?

Grade 8

Unit 1: Transformational Geometry

Module 1: Transformations and Congruence

Lesson 1: Investigate TransformationsTransformers
Spinning, Flipping, Sliding
Lesson 2: Explore TranslationsTransformation Golf
Moving Day
Getting Coordinated, Part 1
Getting Coordinated, Part 2
Lesson 3: Explore ReflectionsTransformation Golf
Moving Day
Getting Coordinated, Part 1
Getting Coordinated, Part 2
Lesson 4: Explore RotationsTransformation Golf
Moving Day
Getting Coordinated, Part 1
Getting Coordinated, Part 2
Lesson 5: Understand and Recognize Congruent FiguresTessellate

Module 2: Transformations and Similarity

Lesson 1: Investigate Reductions and EnlargementsSketchy Dilations
Lesson 2: Explore DilationsDilation Mini Golf
Lesson 3: Understand and Recognize Similar FiguresSocial Scavenger Hunt

Unit 2: Linear Equations and Applications

Module 3: Solve Linear Equations

Lesson 1: Solve Multi-Step Linear EquationsEquation Roundtable
Lesson 3: Apply Linear Equations

Module 4: Angle Relationships

Lesson 1: Develop Angle Relationships for TrianglesPuzzling It Out
Lesson 3: Explore Prarallel Lines Cut by a TransversalPuzzling It Out

Unit 3: Relationships and Functions

Module 5: Proportional Relationships

Lesson 2: Derive y = mxTurtle Time Trials
Lesson 3: Interpret and Graph Proportional RelationshipsTurtle Time Trials
Lesson 4: Compare Proportional RelationshipsTurtle Time Trials

Module 6: Understand and Analyze Functions

Lesson 1: Understand and Graph FunctionsGuess My Rule
Lesson 2: Derive and Interpret y = mx + bFlags
Translations
Lesson 3: Interpret Rat of Change and Initial ValueStacking Cups (Optional)
Lesson 4: Construct FunctionsWater Cooler
Lesson 5: Compare FunctionsUps and Downs
Lesson 6: Describe and Sketch Nonlinear FunctionsTurtle Crossing
The Tortoise and the Hare

Module 7: Systems of Linear Equations

Lesson 1: Represent Systems by GraphingMake Them Balance
Lesson 2: Solve Systems by GraphingLine Zapper

Unit 4: Statistics and Probability

Module 8: Scatter Plots

Lesson 1: Construct Scatter Plots and Examine AssociationRobots
Dapper Cats
Lesson 2: Draw and Analyze Trend LinesInterpreting Scatter Plots
Find the Fit (called Fit Fights in Desmos Math)
Lesson 3: Interpret Linear Data in ContextInterpreting Slopes
Scatter Plot City
Animal Brains

Module 9: Two-Way Tables

Lesson 1: Construct and Interpret Two-Way Frequency TablesFinding Associations
Lesson 3: Interpret Two-Way Relative Freqency TablesFinding Associations

Unit 5: Real Numbers and the Pythagorean Theorem

Module 10: Real Numbers

Lesson 2: Investigate RootsRoot Down

Module 11: The Pythagorean Theorem

Lesson 1: Prove the Pythagorean TheoremTriangle Tracing Turtle
Lesson 3: Apply the Pythagorean TheoremTaco Truck

Unit 6: Exponents, Scientific Notation, and Volume

Module 12: Exponents and Scientific Notation

Lesson 1: Know and Apply Properties of ExponentsCircles
Power Pairs
Lesson 2: Understand Scientific NotationSpecific and Scientific (formerly Solar System)
Lesson 3: Compute with Scientific NotationBalance the Scale

Module 13: Volume

Lesson 1: Find Volume of CylindersCylinders
Lesson 2: Find Volumes of ConesCones

Algebra 1

Intro/Launch

LaunchVisual Patterns

Unit 1: Real Numbers and Connections to Algebra

Module 2: Linear Equations and Inequalities in One Variable

Lesson 2.2: Write and Solve EquationsWorking Backwards
Solving Strategies
Same Position
Lesson 2.3: Rewrite Formulas and Solve Literal EquationsVarious Variables
Lesson 2.4: Write and Solve InequalitiesPizza Delivery

Unit 2: Linear Functions and Equations

Module 3: Linear Equations in Two Variables

Lesson 3.1: Linear Equations in Standard FormShelley the Snail
Five Representations
Lesson 3.2: Slopes of Lines and Rates of ChangePlane, Train, and Automobile

Module 4: Linear Functions and Models

Lesson 4.3: Characteristics of Linear FunctionsCraft-a-Graph

Module 5: Relationships Among Linear Functions

Lesson 5.3: Compare Linear FunctionsSubway Seats
Lesson 5.4: Inverses of Linear FunctionsChip the Robot

Unit 3: Build Linear Functions and Models

Module 6: Fit Linear Functions to Data

Lesson 6.1: Scatter Plots, Correlation, and Fitted LinesCorrelation Coefficient
How Hot Is It?
City Slopes
Behind the Headlines
City Data
Lesson 6.2: Residualts and Best-Fit LinesResidual Fruit
Penguin Populations

Module 7: Discrete Linear Functions

Lesson 7.1: Arithmetic Sequences Defined RecursivelySequence Carnival
Lesson 7.2: Arithmetic Sequences Defined ExplicitlyMore Visual Patterns

Module 8: Piecewise-Defined Functions

Lesson 8.1: Graph Piecewise-Defined FunctionsPumpkin Prices

Unit 4: Linear Systems

Module 9: Systems of Linear Equations

Lesson 9.1: Solve Linear Systems by GraphingLizard Lines
Lesson 9.2: Solve Linear Systems by SubstitutionShape It Up

Module 10: Linear Inequalities

Lesson 10.2: Graph Systems of Linear InequalitiesQuilts
Seeking Solutions

Unit 5: Exponential Functions and Equations

Module 11: Exponential Functions and Models

Lesson 11.1: Exponential Growth FunctionsCarlos’s Fish

Unit 6: Build Exponential Functions and Models

Module 13: Fit Exponential Functions to Data

Lesson 13.1: Scatter Plots and Fitted Exponential CurvesDetroit’s Population, Part 1
Detroit’s Population, Part 2

Module 14: Discrete Exponential Functions

Lesson 14.1: Geometric Sequences Defined RecursivelySequence Carnival
Lesson 14.2: Geometric Sequences Defined ExplicitlyMore Visual Patterns

Unit 8: Quadratic Functions and Equations

Module 17: Use Graphing and Factoring to Solve Quadratic Equations

Lesson 17.1: Solve Quadratic Equations by Graphing Quadratic FunctionsRevisiting Visual Patterns, Part 1
Quadratic Visual Patterns
On the Fence
Plenty of Parabolas
Lesson 17.3: Solve Quadratic Equations by Factoring ax^2+bx+cStomp Rockets
Two for One
Robot Launch
Lesson 17.4: Use Special Factoring Patterns to Solve Quadratic EquationsParabola Zapper
Shooting Stars

Module 18: Use Square Roots to Solve Quadratic Equations

Lesson 18.2: Solve Quadratic Equations by Completing the SquareSquare Tactic
Lesson 18.3: Use the Quadratic Formula to Solve EquationsStomp Rockets in Space

Unit 9: Function Analysis

Module 20: Function Analysis

Lesson 20.1: Choose Among Linear, Exponential, and Quadratic ModelsSorting Relationships

Unit 10: Data Analysis

Module 22: Numerical Data

Lesson 22.1: Data Distributions and Appropriate StatisticsFinding Desmo

Disclaimer

This document is for informational purposes only; references to third-party programs do not imply endorsement or affiliation, and all trademarks are the property of their respective owners.

Amplify CKLA in Action

Rich, engaging content is at the center of Amplify Core Knowledge Language Arts® (CKLA) curriculum and instruction. Students build subject area knowledge in history, science, literature, and the arts by learning to read and write. High-quality instructional materials built on the Science of Reading simplify your planning and provide the support and resources you need.

Inside the Classroom

Kindergarten

Follow along as a kindergarten class goes through an Amplify CKLA Skills Strand lesson on tricky words. Students review sounds and spellings using Large Letter Cards, engage with Student Readers, and receive explicit instruction from their teacher in both whole- and small-group settings.

Grade 1

In this Amplify CKLA Knowledge Strand lesson, students achieve reading proficiency with complex read-alouds, exposure to background knowledge, vocabulary practice, text-based discussions, and writing activities.

Grade 4

Watch students journey through a Quest for the Core™ in the Amplify CKLA lesson, Eureka! Student Inventor. These fourth-graders work in teams, combining research, writing, and presenting skills to become master inventors.

Spotlights

Knowledge at the center
When you put knowledge at the center of learning, an amazing thing happens: students get motivated and curious for more. They learn to read, and they learn to love reading.

Foundational skills to accelerate fluency
Watch students receive targeted, explicit instruction on sounds, spellings, and word automaticity in lessons designed to teach phonological awareness, decoding, and more.

Making teachers’ lives easier with high-quality instructional materials
Hear a teacher’s account of how Amplify CKLA gives teachers all the tools and support they need no matter how much experience they have.

Student engagement
Watch how much students enjoy learning about the latest topic and how eager they are to join classroom discussions. Teachers can see the increased engagement and the program’s results.

Testimonials

“I would highly recommend this program to any school … you see the confidence it builds within kids. It meets the needs of the socioeconomically disadvantaged kids, it meets the needs of EL kids. It meets the needs of all kids.”

Mike Iribarren
Principal, Alvina Elementary School, California

Testimonials

“[It] brought the joy back to teaching for me.”

Courtney Austin
Grade 5 Teacher, Bryant Elementary, California

Testimonials

“High-quality content matters to teachers, to kids, and to our collective future.”

EdReports

Request a sample

Ready to take a closer look at Amplify CKLA? Complete our form to request a sample!

Amplify Desmos Math NY Pilot

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What does problem-based math learning unlock for students? Part 3

Webinar series recap, part 3 of 3

We hope you’ve enjoyed reading about—and watching—parts one and two of our three-part webinar series on student-centered learning. The earlier segments explored the thinking and framework behind student-centered instruction.

In this section—a sneak peek at a new lesson from Desmos Math 6–A1—we explore what it actually looks like in practice (and in a fish tank).

Read on for a look at how problem-based math instruction creates memorable learning experiences, and how you can find inspiration to do the same in your classrooms. (Impatient to find out? You can also just go straight to the full recording!)

Carlos’s fish: A different type of real-life problem

The idea for this lesson arose from the real-life experience of Desmos Classroom engineer Carlos Diaz, who found himself in possession of a “magic” toy aquarium. (For more of the entertaining backstory, watch the demo!)

The aquarium contained small fish that grow when you add water—by up to 400%, according to the package.

Takeaway 1: We are always surrounded with inspiration for student-driven math lessons, we just have to keep our eyes open.

Takeaway 2: Green did keep his eyes open, and they were drawn immediately to that 400%. He was skeptical—”At 400% larger, will they even fit?”—and then inspired. “We need to test this thing out,” he thought.

A stream of other questions came forth: Does the scale factor apply to lengths, volumes, something else? Would the growth be linear, or exponential? (Would Carlos ever have to clean the tank?)

The power of open-ended questions

We can’t tell you how large the fish grew (spoiler!) but we can tell you that they did (metaphorically) bust out of their tank and into a lively math lesson.

In the lesson, students look at the toy and are asked: What do you see? What do you notice? What do you wonder?

This type of question helps form the basis of student-centered learning. Here, students are not presented with a fixed set of variables and parameters and asked to solve strictly within them. Rather, they’re presented with a relevant or real-world problem and invited to reference background knowledge, previously learned content, new information, and even imagination.

Potential for exponential growth

From there, a teacher can guide students to make connections between a situation in context and the type of solution or equation that might be relevant. Students can explore collaboratively why one strategy might work better than another.

In this case, a teacher can help students determine that they’ll need to calculate exponential growth (mass), and support them in deciding the best way to do so. Then, having arrived thoughtfully at an approach, they can actually solve the problem and find an answer.

In other words, teachers leading student-driven learning transfer responsibility to those students. Teachers set up the lessons and activities and then provide just enough information and scaffolding to allow students to learn and reinforce math concepts, apply knowledge, and discover new approaches.

Let’s put it this way. Science has found that—contrary to popular belief—goldfish can remember things for not just weeks or months, but years. With student-focused learning, your students will, too.

Learn more.

Register for a free trial for access to this and other lessons. 

Learn more about Amplify Desmos Math. 

Watch the webinar.

Subscribe to Math Teacher Lounge.

Engaging digital and print math lessons for K–12 educators

Remember memorizing? That is, being a student in a math classroom focused mainly on teacher lectures, repetitive problem sets, and rote memorization?

Fortunately for today’s students, educators are increasingly recognizing that when it comes to math curriculum, engagement must come first—and that when it does, better learning outcomes follow. This shift toward student-centered, engaging math instruction is paving the way for deeper understanding, greater retention, and even a lifelong love of math.

Engaged students develop a deeper understanding of math concepts, retain information better, think critically, and are more likely to solve problems creatively. They tend to have a more positive attitude toward math, which reduces potential math anxiety and helps them build confidence. What’s more, access to engaging math programs promotes collaborative learning and the development of communication skills, supporting students in all classrooms (and beyond).

That’s why it’s important to find math products, activities, and instructional materials that center student engagement. Students need tools designed to not just teach them how to calculate, but also actively involve them in their own learning journeys, making math both meaningful and fun.

Free math lessons and more: Meet Desmos Classroom

Built by a dedicated team of math educators, Desmos Classroom is a free teaching and learning platform packed with interactive lessons that place student engagement at the center of instruction.

What are Desmos Classroom activities like in practice? Well, for starters, students take control of their learning! Students learn by interacting with mathematical representations, illustrations of the world, and their classmates. They represent their developing ideas with sketches, text responses, card sorts, number responses, multiple-choice questions, and more.

With a free account, you can access both customizable and pre-made Desmos Classroom—with new content appearing frequently for you to add to your lesson plans. An easy-to-use dashboard and real-time visuals allow you to monitor and react to student work. Creative teacher facilitation tools also help you promote collaborative and intentional classroom conversations. For example, the optional Anonymize feature reduces self-consciousness and competition, encouraging all students to participate and interact freely. Check out more examples below!

K–5 Lesson: Awesome Aquariums

A laptop screen displays a bar graph comparing aquarium animal numbers (goldfish, frogs, shrimp) with the prompt "Compare: How are the representations similar or different?" This visual aid is an integral part of comprehensive math programs designed to enhance analytical skills.

In the Awesome Aquariums activity, students experiment with bar graphs and tape diagrams to represent and compare the quantities of various aquatic inhabitants. Teachers guide students in a Notice and Wonder activity, with an optional Think-Pair-Share.

6–12 Lesson: DinoPops

A computer screen displays an educational activity about making scaled copies of DinoPops in different box sizes. Perfect for math teachers, the activity involves completing a table for box width and height.

In the DinoPops activity, students use proportions to understand what size boxes will fit (proportionally) varying sizes of Dino Pops. They’ll understand how graphs can represent proportional relationships, use graphs to make predictions, and use communications skills to describe and defend their work.

How you can get started

Create a free Desmos Classroom account at teacher.desmos.com, then check out the on-demand webinar Intro to Desmos Activities to learn how to assign a free pre-made lesson to students and use features such as anonymizing the class, pacing students during a lesson, and pausing classroom work to facilitate conversation. You can also register for another upcoming Desmos Classroom webinar to learn more about our full suite of math offerings, including our new, curiosity-driven K–12 program, Amplify Desmos Math.

Amplify Desmos Math New York

Amplify Desmos Math New York supports teachers in building students’ lifelong math proficiency. The program:

  • Supports social classrooms, invites mathematical creativity, and evokes wonder, creating a welcoming learning space where students are empowered to see themselves and their classmates as having brilliant mathematical ideas.
  • Provides math teachers with clear step-by-step moves to build systematically from students’ prior knowledge to grade-level learning. 
  • Connects students to each other’s thinking and to an understanding that they can use math to make sense of the world.
  • Enables access to grade-level understanding for every student, every day.

Math that motivates

Picture a classroom where students are so engaged in a math lesson that they protest when the teacher pauses their work on a problem. A classroom is buzzing with the sounds of natural curiosity. This is what we regularly see with Amplify Desmos Math. This is math that motivates.

Three colorful educational posters showing different math concepts being taught in classrooms across New York, each with a distinct age group and activity setting.

Review program samplers (Grades K–5)

Experience the beautiful, easy-to-use print components that add to the power of Desmos Classroom technology and instruction by downloading the print samplers below. The samplers include print pages from Amplify Desmos Math New York lessons.

Grade 1

Grade 3

Grade 5

Review program samplers (Grades 6–8)

Experience the beautiful, easy-to-use print components that add to the power of Desmos Classroom technology and instruction by downloading the print samplers below. The samplers include print pages from Amplify Desmos Math New York lessons.

Grades 6–8
Mini-Lesson sampler

Grade 6
Teacher Edition sampler
Student Edition sampler
Assessment Guide sampler

Grade 7
Teacher Edition sampler
Student Edition sampler
Assessment Guide sampler

Grade 8
Teacher Edition sampler
Student Edition sampler
Assessment Guide sampler

A set of six colorful educational book covers titled "Amplify Desmos Math New York," each featuring stylized math-themed illustrations and different pastel accent colors.

Experience Amplify Desmos Math New York

Explore our digital program to review content from grades K–8. Watch our quick walkthrough videos for helpful navigation tips: Grades K–5 and Grades 6–8.

To log in, click the orange “Review now” button below, select “Log in with Amplify” and use the following login credentials:
Username: t1.ny-state-adm@demo.tryamplify.net
Password: Amplify1-ny-state-adm

Review now
Illustration of the New York math digital learning platform, featuring a laptop displaying a math game and vibrant posters of classroom scenes with diverse students.
Educational software interface featuring a New York math problem about measuring platform heights using a 9-inch tube, illustrated with a playful, colorful design.


Standards

Once you’ve logged in to your reviewer account, download the documents correlating Amplify Desmos Math New York to the New York State Next Generation Math Learning Standards.

Personalized learning

Amplify Desmos Math includes digital, adaptive practice that provides the personalized support a student needs to access grade-level math every day. Boost Personalized Learning activities target a skill or concept aligned to the day’s core lesson, with each student receiving personalized scaffolds based on what they already know. This technology complements daily learning and provides another layer of support to the in-lesson differentiation and instructional guidance provided to teachers. Try out free Boost Personalized Learning activities.

The Fluency Practice of Amplify Desmos Math uses an evidence-based approach to memory retention—spaced repetition—for the basic operations. Students around the world have answered more than 120 million multiplication questions within our application. Try it now! 

Educational software on a laptop screen showing a student activity to complete a bar graph by categorizing dragonflies, designed for the New York math curriculum.
Two women smiling while working together at a computer on New York math in a bright office setting.

Help

Support is always within reach. Our team is dedicated to supporting you throughout your review and can be reached by email or phone 7 a.m. to 7 p.m. ET.

  • Live chat: Once logged into the program, click the orange icon to get immediate help.
  • Phone: Call our toll-free number: (888) 960-0380.
  • Email: Send an email to help@amplify.com. In the message body, please include your name and question. Provide as much detail as possible, so we can more quickly help you find a solution.

Desmos Math 6–A1 is available now for Texas classrooms!

Brought to you by the team behind Desmos Classroom activities, Desmos Math 6–A1 is available for grades 6–8 now, with Algebra 1 units rolling out over the course of the 2022–2023 school year.

Join a webinar Request a free trial
Illustration of two students hiking and looking at a map, with a texas-shaped logo and text stating "aligned to the TEKS!" in a Desmos Math speech bubble.

What’s Desmos Math
6–A1?

Laptop screen displaying an illustrative mathematics pattern on a grid in a graphics editing software interface, with annotations and tool icons visible.

Available in English and Spanish!

TEKS-aligned lessons that help students express their brilliance every day

Every student is brilliant, but not every student feels brilliant in math class. We designed our program to put students’ ideas at its center. Our lessons pose problems that invite a variety of approaches, and our technology helps teachers celebrate and develop all of that interesting thinking in their classrooms.

A blend of paper and technology meets the needs of Texas classrooms

Leveraging our expertise in technology, pedagogy, and design, we based Desmos Math 6–A1 on the top-rated programs from Illustrative Mathematics® and Open Up Resources to create dynamic and interactive digital learning experiences, offered alongside flexible and creative print activities.

Tablet displaying a colorful sketch of a beach with waves and shells, next to illustrative mathematics worksheets and a pen, on an educational website.
Computer screen displaying a colorful educational program for teaching operations with polynomials, featuring various interactive modules and Illustrative Mathematics exercises.

Powerful facilitation tools for teachers

Our student-centered lessons empower students to explore new ideas, and our teacher dashboard helps teachers bridge those ideas together. Whether teachers are observing student learning on our lesson summary page or guiding productive discussions with our conversation toolkit, our facilitation tools make teaching more effective and more fun.

Built-in resources support Texas teachers and students

Desmos Math 6–A1 provides powerful resources teachers need to prepare their students for STAAR and beyond. Better yet, students are provided with an opportunity to practice with the same tools they’ll use on the STAAR exam!

Illustration showing "Texas resources" including a cowboy hat and boots, surrounded by icons for illustrative mathematics, STAAR review, templates, and coaching guides.
Screenshot of an educational webpage section titled "Dinopops: Graphs of Proportional Relationships," highlighting Common Core standards and learning goals, with an arrow pointing to standards. This section is part

TEKS objectives are identified for each lesson at point of use

Both ‘Addressing’ and ‘Building Towards’ TEKS are identified making it easy for teachers to see exactly what students are learning and what is ahead.

What are people saying?

“I have been a teacher for 23 years and this is the most engaged I have seen students in a mathematics classroom.”

Rebecca Moore

Math Coach, Naugatuck, CT

What are people saying?

“If you’re teaching math and not utilizing Desmos, you may as well be climbing a mountain with your hands tied behind your back.”

Mike Del Greco

Math Teacher, Sudbury, MA

What are people saying?

“Every lesson that I preview, I fall in love a little more ❤ thank you for this work and thank you for reflecting and listening to the feedback!”

Jenny Ainslie

Secondary Math Facilitator, Orange County, NC

Try a warm-up activity from Desmos Math 6-A1

Students’ ideas are the engine of our lessons. Their sketches power simulations and their mathematical thinking powers classroom conversations. In this lesson about functions, teachers help students make connections between scenarios and the graphs that represent them. Interact with a warm-up activity below!

Want to learn more?

Request more information

Contact us

What are the results?

We surveyed 70 teachers and 1,500 students who piloted our program, asking them to compare it to their prior program. Here’s what they shared with us…

Map of the USA with marked locations across all states, illustrated in a clear vector style with blue pins and a multicolored background inspired by illustrative mathematics.
DM6-A1_CurriculumMigration_Chart-StudentsLearn-Update

Students learn more math

We design student-centered lessons that promote mathematical curiosity and student engagement, building on the coherence and rigor of the Illustrative Mathematics program. Each unit includes student notes, skill practices, and rich assessments to help students show what they know and can do.

The result: Students and teachers in the pilot both said that students learned more with Desmos Math 6–A1 than with their prior program.

Students enjoy math more

We help students experience the need for new mathematical ideas, and our interactive feedback shows them the value of their own thinking.

The result: Teachers in the pilot said their students were more engaged using Desmos Math 6–A1 than in their prior program, and students reported enjoying math class more.

DM6-A1_CurriculumMigration_Chart-StudentsEnjoy-Update
DM6-A1_CurriculumMigration_Chart

Teachers enjoy teaching more

We pair your entire teaching team with a dedicated coach who will support your team’s onboarding and instruction throughout the year. Additionally, we offer just-in-time lesson preview emails, unit overview webinars, and other supports to help your team succeed.

The result: Teachers in the pilot felt better supported with Desmos Math 6–A1 than with their prior program.

Questions?

Please reach out to
texas@amplify.com

Contact us

These terms and conditions (“Supplement”) supplement the terms which govern you and your school’s use of Amplify’s mCLASS® Beacon™ Assessment Studio products (“Products”), which enable the creation of K-12 state- or federally-funded assessments within United States school districts (“Assessments”).

Amplify has contracted with Copyright Clearance Center, Inc. (“CCC”) for the use of certain copyrighted materials in CCC’s Student Assessment License content repertory (“Licensed Content”) in Assessments and related teaching materials (“Related Materials”) developed or administered through Amplify’s products. The following additional terms apply to the use of the Licensed Content as part of Assessments and Related Materials created, provided and/or administered by Amplify or by Customer under the Agreement (to the extent of any conflict between Amplify’s terms related to the Licensed Content and this Supplement, the terms of this Supplement shall prevail):

Authorized use

Customer and its participating schools may use the Licensed Content only as follows:

(a) Customer may store copies of Assessments and Related Materials containing Licensed Content within Customer’s electronic network solely for access and use in the administration of Assessments as authorized under the Agreement, as supplemented hereby.

(b) Customer may make available or distribute Licensed Content to schools and to students (including home-schooled students) within the Customer’s district solely as part of Assessments and Related Materials, in any number required by the relevant school (subject to the limitations set forth in this Supplement and any additional limitations set by the relevant copyright rights holder (each, a “Rightsholder”)) and communicated to Customer by Amplify.

(c) After an Assessment which includes Licensed Content is conducted and scored, Customer may, unless otherwise restricted, make copies of such Assessment (in whole or in part) available for review by parents, school administrators, teachers and staff, and relevant school/district employees and officials.

Limitations

The authorizations provided above:

(a) do not include any right to manipulate or change the Licensed Content (or any portion thereof) in any way;

(b) except as expressly described above, do not include any right to make available or distribute the Licensed Content (or any portion thereof) to any person, or for any purposes beyond those described above;

(c) except as expressly described above, do not authorize any person other than Customer or Amplify to create, deliver or otherwise provide Licensed Content to Customer or to its schools, students, administrators, or to any other persons; and

(d) are subject to any additional limitations which are set forth in any written agreement between Amplify and Customer, and/or which are set by the relevant Rightsholder and communicated to Customer by Amplify.

Use

No rights are granted to use the Licensed Content except as expressly provided above.

Reservation of rights

Customer acknowledges and agrees that CCC and the Rightsholders are each an intended third party beneficiary of this Supplement and, to the extent applicable, of the Agreement, with full rights to directly enforce the terms hereof and thereof.

Termination

This Supplement shall be in effect during Customer’s licensed use of the Products, and shall terminate automatically on the termination or expiration thereof; provided that:

(a) any rights to use the Licensed Content shall automatically terminate on termination of the Student Assessment License contract between Amplify and CCC, subject only to any provisions thereof pertaining to the continued use of existing Assessments as communicated by Amplify to Customer;

(b) CCC, on behalf of Rightsholders, shall have the right to immediately suspend or terminate the use of all or part of the Licensed Content by Customer or its participating schools in the event of a breach of the terms of this Supplement which is not cured promptly after written notice thereof is provided to Customer.

Terms

Notwithstanding anything to the contrary in Amplify’s terms or in this Supplement, in the event that CCC requires Amplify to remove Licensed Content from the Student Assessment License repertory for a legal reason such as libel, infringement, or potential to cause harm, such work will be removed from the Amplify Agreement, and Amplify shall promptly remove (and/or ensure the removal of) any copies of such Licensed Content from subsequent Assessments (and to the extent applicable, existing Assessments) and no further use will be allowed.

Miscellaneous

This Supplement shall be governed and construed under the laws of the State of New York, without regard to the principles thereof of conflicts of law.

Math Miniseries, Episode 1

Putting teacher voices at the center of math adoption, starring Matt Cash

In the first episode of a special Beyond My Years two-part math series, Ana chats with Matt Cash, director of elementary curriculum and instruction for Lake Elsinore Unified School District in California, about math leadership and change management. Matt shares his experiences helping move his district from a localized approach to a unified system to provide centralized resources, professional development, and assessment. Together, Matt and Ana discuss the importance of listening to educators during adoption processes, the power of creating systems that support teachers, and the best ways to build unity around instructional approaches. Matt also shares practical advice for educators navigating curriculum reviews and pilots. Before the episode’s end, Ana is joined by Classroom Insider Eric Cross, who reflects on how teachers can use their voices early in adoption processes, pilot with fidelity, and give themselves grace during implementation.

A man with a beard in a suit and tie smiles against a gray background, framed by a circular border with a pattern of books, stars, and apples—perfect for celebrating high quality instruction in any math classroom.
Apple Podcasts badge with the purple Apple Podcasts logo and the text "Listen on Apple Podcasts" on a white background. Spotify logo with the text 'Listen on Spotify' inside a rounded rectangle on a white background.

Meet Our Guest(s):

A man with short dark hair and a beard, wearing a suit and tie, smiles at the camera in front of a gray background, reflecting his passion for high quality instruction in the math classroom.

Matt Cash

Matt Cash is the director of elementary curriculum and instruction for Lake Elsinore Unified School District, where he supports schools in designing engaging, high-quality learning experiences for all students. A former classroom teacher, staff developer, principal, and assistant director of math, he brings a deep understanding of instruction, assessment, and leadership to his work with educators. He has spoken at multiple conferences about mathematics, leadership, and curriculum, and he’s passionate about helping educators create systems that get results.

Meet our host, Ana Torres.

Ana has been an educator for 30 years, working in both the K–8 and higher education sectors. She served as an administrator and instructor at various public and private colleges and universities and as a bilingual and dual language teacher, dual language math and reading interventionist, dual language instructional coach, assistant principal, and principal in K–8 schools. Ana is currently the Senior Biliteracy and Multilingual Product Specialist at Amplify, and delivers literacy and biliteracy presentations across the nation. Ana’s passion and advocacy for biliteracy and support for all students from all walks of life has led her to educate leaders, teachers, and parents about the positive impact of bilingualism and biliteracy in our world.

A woman with long dark hair and hoop earrings smiles at the camera while wearing a black blazer, standing outdoors—ready to discuss classroom challenges or share insights on her teacher podcast.
A man with short, closely-cropped hair and a trimmed beard smiles at the camera against a light gray background, ready to inspire diverse learners in the math classroom.

Meet our Classroom Insider, Eric Cross.

Eric Cross is a middle school science teacher who hopes to someday be a lifelong educator, like the guests on Beyond My Years! In each episode, Eric connects with host Ana Torres to discuss her guests’ best insights, gleaned from their long and rewarding careers in the classroom. Then, Eric talks about bringing some of their wisdom into his current classroom and busy life.

Transcripts and additional resources:

Check out the full change management bundle—including the change management playbook.
Subscribe to Advice for the Math Classroom on Amplify’s YouTube channel: amplify.com/mathclassroomadvice.
Subscribe to Advice for the Literacy Classroom on Amplify’s YouTube channel: amplify.com/literacyclassroomadvice.
Follow us on Instagram.
Subscribe to Beyond My Years.
Connect with Ana Torres.
Connect with Eric Cross.
Check out our new math change management playlist!
Check out our new student-centered math practices playlist!
Read the transcript.

Quotes

“When you're removing variability out of your system, quality is going up.”

—Matt Cash

“Professionals are obsessed with the idea of getting better.”

—Matt Cash

“Advocate for your kids.”

—Matt Cash

“Mathematics is something that was discovered. It's universal. It's true.”

—Matt Cash

“Give yourself grace in year one, but stay engaged and keep asking for support.”

—Eric Cross

“Instead of quietly struggling and going back to old materials, put that energy into requests and make your voice heard.”

—Eric Cross

“Sometimes the buy-in comes when we understand things better.”

—Eric Cross

A closer look at grades K–2

Amplify Science California is based on the latest research on teaching and learning and helps teachers deliver age-appropriate, high-quality, literacy-rich instruction that enables students to take on the roles of scientists and engineers to solve real-world phenomena every day.

In the K–2 classroom, this looks like students:

  • Collecting evidence from a variety of sources.
  • Making sense of evidence in a variety of ways.
  • Formulating convincing scientific arguments.
A collage of four images: building a toothpick structure, a boy reading a book to a girl, two children conducting a water experiment, and a light projection setup.
Graphic showing a research process with four steps: spark intrigue with a real-world problem, explore evidence, explain and elaborate, and evaluate claims, connected in a cycle with arrows.

Program structure

Our cyclical lesson design ensures students receive multiple exposures to concepts through a variety of modalities. As they progress through the lessons within a unit, their understanding gradually builds and deepens, ultimately leading to their ability to develop and refine increasingly complex explanations of the unit’s phenomenon.

It’s this proven program structure and lesson design that enables Amplify Science California to teach less, but achieve more. Rather than asking teachers to wade through unnecessary content, we designed our K–2 program to address 100% of the California NGSS in just 66 days.

Scope and sequence

Every year of our K–2 consists of 3 units and 66 total lessons. Said another way, each unit contains 20 lessons plus two dedicated assessment days (a Pre-Unit Assessment and End-of-Unit Assessment).

Lessons at grades K–1 are written for a minimum of 45-minutes, and grade 2 lessons are written for a minimum of 60-minutes—though teachers can expand or contract the timing to meet their needs.

Educational curriculum chart showcasing a progression of amplify science lessons from kindergarten to grade 5, categorized by grade and subject areas like plants, animals, weather, and energy.

Unit types

While every unit delivers three-dimensional learning experiences and engages students in gathering evidence from a rich collection of sources, each unit also emphasizes a particular science and engineering practice.

In each grade K–2:

  • One unit emphasizes the practice of investigation.
  • One unit emphasizes the practice of modeling.
  • One unit emphasizes the practice of engineering design.
Investigation Units

Investigation units focus on the process of strategically developing investigations and gathering data to answer questions. Students are first asked to consider questions about what happens in the natural world and why, and are then involved in designing and conducting investigations that produce data to help answer those questions.

Modeling Units

Modeling units provide extra support to students engaging in the practice of modeling. Students use physical models, investigate with computer models, and create their own diagrams to help them visualize what might be happening on the nanoscale.

Engineering Design Units

Engineering design units provide opportunities for students to solve complex problems by applying science principles to the design of functional solutions, and iteratively testing those solutions to determine how well they meet preset criteria.

Units at a glance

An illustration from Needs of Plants and Animals unit
Needs of Plants and Animals

Domains: Life Science, Earth and Space Science, Engineering Design

Unit type: Investigation

Student role: Scientists

Phenomenon: There are no monarch caterpillars in the Mariposa Grove community garden since vegetables were planted. 

Download unit guide

Download lesson planner

An illustration from the Pushes and Pulls unit
Pushes and Pulls

Domains: Physical Science, Engineering Design

Unit type: Engineering design

Student role: Pinball engineers

Phenomenon: Pinball machines allow people to control the direction and strength of forces on a ball.  

Download unit guide

Download lesson planner

Silhouette of a playground structure against a blue sky with clouds and three yellow suns.
Sunlight and Weather

Domains: Earth and Space Science, Life Science, Engineering Design

Unit type: Modeling

Student role: Weather scientists

Phenomenon: Students at Carver Elementary School are too cold during morning recess, while students at Woodland Elementary School are too hot during afternoon recess.  

Download unit guide

Download lesson planner

Illustration of sea turtles swimming among seaweed in the ocean, with a large shark in the background.
Animal and Plant Defenses

Domain: Life Science

Unit type: Modeling

Student role: Marine scientists

Phenomenon: Spruce the Sea Turtle lives in an aquarium and will soon be released back into the ocean, where she will survive despite ocean predators.  

Download unit guide

Download lesson planner

Two hands holding a paper with a drawing of a pyramid and a tree, illuminated by a flashlight, projecting another shadow of the image on the wall.
Light and Sound

Domains: Physical Science, Engineering Design

Unit type: Engineering design

Student role: Light and sound engineers

Phenomenon: A puppet show company uses light and sound to depict realistic scenes in puppet shows.  

Download unit guide

Download lesson planner

An illustration from the Spinning Earth unit
Spinning Earth

Domain: Earth and Space Science

Unit type: Investigation

Student role: Sky scientists

Phenomenon: The sky looks different to Sai and his grandma when they talk on the phone.  

Download unit guide

Download lesson planner

An elephant standing next to a tree uses its trunk to pick a fruit from a branch while more fruit hangs above.
Plant and Animal Relationships

Domains: Life Science, Engineering Design

Unit type: Investigation

Student role: Plant scientists

Phenomenon: No new chalta trees are growing in the fictional Bengal Tiger Reserve in India.  

Download unit guide

Download lesson planner

A hand holds a red bean on a table, while a wooden stick spreads white glue and scattered beans. Also on the table are a white cup and a yellow pen.
Properties of Materials

Domains: Physical Science, Engineering Design

Unit type: Engineering design

Student role: Glue engineers

Phenomenon: Different glue recipes result in glues that have different properties.  

Download unit guide

Download lesson planner

Illustration of a coastline with cliffs, a recreation center building with a red roof and a sign, evergreen trees, a blue flag, and a sandy beach below.
Changing Landforms

Domain: Earth and Space Science

Unit type: Modeling

Student role: Geologists

Phenomenon: The cliff that Oceanside Recreation Center is situated on appears to be receding over time.  

Download unit guide

Download lesson planner

Resources

Pilot support brochure for K–2

Unit phenomena for K–5

Take a closer look at the unit phenomena featured in each grade level…

Classroom Slides for K–5

Meet your new hands-free TG! These PowerPoints for every lesson make teaching sc…

What’s so phenomenal about phenomena?

Learn actionable strategies that will help you implement 3-D teaching and learni…

Literacy-rich instruction in K–5

Scientists read and write with purpose too.

Student Books in K–5

Read a summary of each of our award-winning student books.

Investigations for K–5

Explore the types of hands-on investigations that take place in K–5 classrooms.

Four stages of learning: Engage (eye icon), Explore (people icon), Construct (blocks icon), Apply (brain icon), arranged in a cycle with arrows and descriptions below each stage.

The 5E model at K–8

Learn how the 5E elements are woven throughout each and every unit.

The CER model for K–5

Learn how we integrate the Science and Engineering Practices (SEPs) into daily i…

Approaches to assessment in K–5

Learn about our embedded assessments.

Science activity kit featuring books "Earthworms Underground" and "What's Going On with the Weather?", balloons, plant seeds, propellers, and other educational materials.

Program component list for TK–5

Explore the components that come with each unit.

Welcome, Florida middle school educators!

Amplify ELA Florida is the program built for Florida middle school teachers and students. We designed the program to help ensure the B.E.S.T standards are covered; the skills are taught; the test is prepped for; and your students are scaffolded and encouraged. We want you to spend your time bringing the text to life, making the classroom hum, and letting every student know you are paying attention to their growth.

Amplify ELA Florida Program Guide

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A teacher assists two students with a laptop in a classroom, one wearing a hijab, conveying a supportive educational environment.

Instruction matters

Florida’s new standards have been crafted to give your students the B.E.S.T. Amplify ELA Florida’s lessons explore the most compelling aspect of a text and target the standards that best support that analysis through reading, writing, and communication. These key standards are identified as the lesson’s Spotlight benchmark.  Strategic connections are attained in the program through:

  • Florida model texts including rich literature and compelling non-fiction, taught in engaging new ways for today’s learners.
  • Benchmark stacks that build connections within lessons and across units.
  • Foundational instruction that targets key standards and multiple learning modes.
  • Writing that builds directly from reading complex text and is evaluated by Amplify’s Automated Writing Evaluation (AWE).
  • Reading with the B.E.S.T. Modules have been built to guide teachers and students as they begin to work with Florida’s new reading standards, providing an introduction to each grade-level B.E.S.T. Reading Benchmark. (Example module: Grade 6, Understanding Rhetoric)

Knowledge matters

Texts in the Amplify ELA Florida Edition curriculum cover a wide range of topics, themes, and genres with differentiated supports that ensure that all students can work through each reading and lesson. Taken as a whole, the texts show students a diverse picture of the world and help foster a lifelong love of reading. Comprehension develops as students engage with literary and informational text selections that are complex, rich, and meaningful. 

Texts were selected for Amplify ELA Florida Edition using the following criteria: 

  • Text complexity as defined by qualitative, quantitative, and reader and task measurements as required by the B.E.S.T. Standards and the Amplify Text Complexity Index
  • Balance of literary and informational texts
  • Varied representation of genres: novels, plays, poetry, biographies, and other full-length texts
  • Diverse cultures, perspectives, and authors
  • Engaging texts that extend learning and support students as they build knowledge
  • Grade-appropriate texts, with scaffolding and compelling activities to support student engagement with 100% authentic texts
  • A library with more than 700 complete books, both classic and contemporary, encompassing a wide range of genres, topics, and cultural perspectives
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Curriculum matters

Amplify ELA Florida is a blended curriculum designed specifically for grades 6–8. The heart of every lesson is the text. Each grade includes six units centered on literary or informational texts, delivered in several forms of media. Your classroom will also benefit from two or three immersive, project-based experiences and a dedicated Story Writing unit.

  • Full B.E.S.T. coverage: Standards are clearly labeled in each lesson, so teachers can save time planning and get back to what they love: teaching. Also included are Benchmark Modules that support teachers’ and students’ introduction to the new standards for Florida.
  • Five levels of differentiation: Based on each student’s needs and the performance measures within Amplify ELA reports, a teacher can choose the differentiation level that’s the right fit for everyone.
  • Embedded Assessments: Teachers benefit from uninterrupted instructional time and a continuously updated picture of each student’s progress with key skills and standards.
  • Powerful feedback tools: Comprehensive tools help teachers maximize both the quantity and quality of feedback.
  • Robust reporting: Our reporting app offers information on student progress to help inform instructional decisions.

All in one place: Embedded teacher support, differentiation tools, student data, text, and other curriculum features—they’re all right there.

Materials

Amplify ELA Florida Edition is a blended curriculum that seamlessly integrates print and digital resources to be used in any learning environment. The resources are designed to facilitate instruction for planning, teaching, learning, and assessment.

Student materials

Available digitally and in print, the student materials guide middle schoolers through complex texts and writing with the following:

  • Student Edition will engage students with high-quality narrative and informational texts.
  • Digital experience will provide videos, a library of more than 700 texts, audio supports, and other online experiences that capture their attention.
A laptop displays a web page titled "read like a movie director, part 1" from amplify ela, featuring text and an eyeball image under the lesson tab.
A laptop displaying a webpage from "amplify ela" featuring the title "brain science" and various educational topics alongside an illustrated collage of diverse human figures.

Teacher materials

Available digitally and in print, the Teacher Edition contains all of the information teachers need to facilitate classroom instruction, including:

  • From detailed lesson plans.
  • Video teacher tips embedded in the lesson.
  • B.E.S.T. standards alignment and assessments including exit tickets.
  • Real-time differentiation strategies.
  • Clarify and Compare lessons.
  • Robust reporting.

Professional learning

Amplify employs a national cohort of more than 50 ELA facilitators, all of whom have experience as former classroom teachers and many of whom are former school and/or district leaders. Our professional learning team has decades of experience working with large districts across the nation. Amplify has experience supporting district launches over multiple years and has partnered with districts of all sizes nationwide. We partner deeply with districts and tailor professional learning to their unique needs.

Florida ELA Implementation

Two women are seated at a desk, smiling and working together on a project with a laptop and notebook in an office setting.

Florida Review Resources

Florida Program Guide

Literature for Florida

We are middle school.

Amplify ELA was designed to respond to the distinct opportunities and challenges faced by middle school students and teachers. It was conceived to support middle school students at this critical developmental moment.

The program helps teachers ensure that skills are taught, standards are covered, and the test is prepped—and it does this work in the background so that teachers can spend their time bringing text to life and providing each student the right instruction at the right time. Request a sample to take a closer look.

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Overview

A teacher stands in front of a classroom while students, seated at desks with laptops, raise their hands eagerly.

Amplify ELA is a blended curriculum designed for middle school students and teachers. It provides:

  • An engaging digital program with comprehensive print materials, including Teacher Editions, Student Editions, and Writing Journals for grades 6–8.
  • A year’s worth of instruction for each grade.
  • Complex, content-rich literary and informational texts.
  • Differentiation that supports all students with reading complex texts, and an interactive eReader with an array of multimedia tools.
  • Embedded assessments that allow for uninterrupted instructional time.
  • The Amplify Library—a digital collection of more than 650 full-length texts.

Why Amplify?

We designed every Amplify ELA lesson to help teachers teach the essential skills of reading, writing, speaking, and listening, in a classroom where students thrive academically, socially, and emotionally.

We use six proven pedagogical approaches to help teachers build a literate community in every middle school classroom:

Middle school collaboration

1. Critical and collaborative engagement

With Amplify ELA, students engage with learning because they engage with each other. Amplify ELA fosters a classroom community that thrives on a wide range of student observations. The lessons immerse students in interactive close reading activities and cognitively challenging work, and keep them engaged through a variety of collaborative activities.

2. Integrated approach to target all standards

Every lesson requires students to work across multiple learning objectives—reading, writing, speaking, and listening—while focusing on one primary standard. Result: students work with complex texts that demand working across standards, while receiving instruction focused on building a specific skill.

Middle school standards
Middle school texts

3. Text at the center

Amplify puts complex text at the center of every lesson and activity to develop the critical capacities and build the vocabulary, knowledge, and skills students need to succeed in middle school, high school, and beyond. Great texts spark curiosity, reveal layered meanings, reflect a diversity of perspectives and identities, and cultivate meaningful conversation and reflection.

4. Multimodal and strategic technology

Activities harness multiple learning modes, using media tools, digital apps, and a variety of visual and physical experiences to strategically support and enhance student learning.

Middle school engagement
Middle school differentiation

5. High expectations and strong supports

Strong supports built in at all levels give every student a chance to meet the highest possible expectations. Struggling readers, students ready for advanced work, English language learners: all can take on the challenge of rigorous work while data delivery and digital tools allow teachers to ensure progress.

6. Timely feedback and actionable data

Formative assessment measures and targeted feedback tools are embedded in every lesson. Result: teachers can make timely decisions about instructional strategy and provide the guidance students need to thrive as readers and writers.

Middle school assessments

What teachers say

What teachers are saying about Amplify ELA

“It was engaging for students, fun and easy to teach, and led to deeper discussions and written responses than I have seen in a long time! The embedded differentiation helped ensure students had just the right amount of challenge/supports. I wish I had this earlier in my teacher career!”

Ashley

Teacher

What teachers are saying about Amplify ELA

“Amplify has put it all together in one place so we can hook our kids with engaging material, then track how well they’re performing.

Brent

Principal

What teachers are saying about Amplify ELA

“Amplify uses technology to enhance best practices, not instead of best practices. It is multimodal and encourages movement, readers theater, writing, drawing, etc… It isn’t just a series of copied pdfs and worksheets made digital.”

Karen

Teacher

Blended model

Amplify ELA’s new blended curriculum can be used in classrooms with limited access to devices, allowing teachers to make choices about when their students use devices without compromising learning or full standards coverage.
Amplify ELA’s blended approach keeps a strong connection between print and digital by having the teacher project uniquely digital moments as students work in their print Student Editions and Writing Journals. This approach works when Wi-Fi or devices are unavailable for both brief or extended periods of time.

Amplify ELA Teacher Components
Amplify ELA Student Components

Resources

ELA Program Guide

Program guide

This guide will tell you everything you need to know about Amplify ELA, includin…

ELA grade overviews

Grade overviews

Explore the texts included in each unit and their level of complexity.

ELA assessments

Formative and summative assessments…

Learn about our embedded assessments, reporting tools, and feedback system.

ELA CCSS alignment

Common Core State Standards alignme…

Common Core State Standards unit level standards alignment.

middle school engagement

Principles of true middle school en…

Learn actionable strategies that will help you in supporting students to meet ke…

Amplify Science California supports you every step of the way on your journey to the California NGSS.

Professional Development

View offerings that are designed to meet the unique needs of teachers and instru…

Try Amplify ELA

Ready to take a closer look at Amplify ELA? No problem. Just complete the form to get immediate access to:

  • Digital: trial that includes two units per grade level
  • Print: preview of Teacher Edition
Amplify ELA trial

Welcome, Program 6 reviewers, to Amplify CKLA California Transitional Kindergarten!

We’re honored to introduce you to Amplify Core Knowledge Language Arts (CKLA) California Transitional Kindergarten (TK). We’re confident you’ll find this comprehensive program to be a powerful tool for bringing the vision of the California ELA/ELD Framework and the California Preschool/Transitional Kindergarten Learning Foundations (PTKLF) to life in classrooms across the state.

Please start with the video on the right to learn how to navigate the program and access key features referenced within our submission. Below you’ll find additional resources to support your review.

Your review samples

Print samples

You will receive three boxes of physical samples as part of your review. Box 1 will contain your Reviewer Binder. This binder contains logistical information and printed copies of the Evaluation Criteria Map and Foundations Alignment Map. Boxes 2 and 3 will contain physical samples. As you begin the process of organizing your materials, please refer to the inventory checklist found inside each box as well as within your Reviewer Binder.

Digital samples

In order to access your digital samples, you’ll need to log in to our platform using your unique login credentials found on a Digital Access Flyer inside of your Reviewer Binder. Once you have located the flyer:

  • Click the orange button below to access the platform.
  • Click “Log in with Amplify.”
  • Enter the username and password provided on your Digital Review Credential flyer.
Digital Access

Navigation tips

Before you get started, please review these important functionality notes:

Criteria Map and Standards Maps must be opened on Microsoft Word on your desktop to function as intended. If you open the documents without Microsoft Word on your desktop, citations will be cut off at the bottom of most tables within the document.

Many of our citations are deep-links to PDFs, meaning they will take you to the right page or the first page in the sequence for the citation in question. To ensure this functionality works, please disable any PDF-viewing extensions or plug-ins such as Adobe Acrobat Pro Browser Extension.

[Reviewer navigation video] Amplify CKLA California TK

Category 1: English Language Arts (ELA) content/alignment with Foundations

Alignment documents

The links below provide the alignment documents for Amplify CKLA California Transitional Kindergarten.

Category 2: Program Organization

Program structure

Amplify CKLA California Transitional Kindergarten is a comprehensive English language arts curriculum designed to prepare young children for later reading success by building foundational language and literacy skills. Amplify CKLA California TK materials and instruction provide explicit, systematic support for developing young children’s language, literacy, and content knowledge within the context of developmentally-appropriate early childhood settings, incorporating and reflecting the key themes and practices of the CA PTKLF and Framework.

[Reviewer highlight video] Program organization

The flexible pacing recommendations of the program provide teachers with options to decide how best to keep students engaged while completing Amplify CKLA California Transitional Kindergarten instruction (e.g., wiggle breaks, hands-on participation, singing songs, brain breaks, etc.).

[Reviewer highlight video] Lesson organization

The literacy skills, vocabulary, and content knowledge developed in Amplify CKLA California Transitional Kindergarten are explicitly designed to provide a foundation for the skills and content taught in TK classrooms. The teacher-directed and student-led activities in Amplify CKLA California Transitional Kindergarten reflect all strands of the CA PTKLF foundational language sub-domains:

  • Listening and speaking
  • Foundational literacy skills
  • Reading and writing

Amplify CKLA California TK domains of instruction are carefully chosen and sequenced to build prerequisite knowledge so that students can use that knowledge as they assimilate new, more complex information. The seven domains in Amplify CKLA California Transitional Kindergarten are:

  • Important People in American History
  • All About Me
  • Families and Communities
  • Classic Tales
  • Plants
  • Animals
  • Habitats

Amplify CKLA California TK empowers teachers to deliver effective instruction and keeps students engaged with with the following resources:

  • Teacher Guides
  • Flip Books
  • Image Cards
  • Center Cards
  • Activity Pages and Take-Home Pages
  • Nursery Rhymes and Songs Posters
  • Big Book: Classic Tales
  • Trade Books

Activities are play-based, engaging, challenging, and adaptive for the full range of TK learners. Teacher materials also support teachers and aides in facilitating activities, establishing routines, and identifying effective procedures.

Scope and sequence

Click here to view the scope and sequence for Amplify CKLA California Transitional Kindergarten. 

Category 3: Assessments

Amplify CKLA California TK assessments are designed to provide a snapshot of whether or not each student is mastering specific Core Content and Language Arts Objectives. The program incorporates multiple methods of assessing what students know and are able to do in each domain. Methods of assessments include:

  • Observational/anecdotal assessments.
  • Reteaching moments with aligned progress monitoring.
  • Portfolio Collections (student work samples).
  • Task assessments.
  • Developmental progression monitoring.

Amplify CKLA California TK provides tools to facilitate collecting, analyzing, and sharing data on student progress and development. These include:

  • Ready-made data collection forms with scoring guidelines (Not Yet, Progressing, Ready).
  • Caregiver communication letters.

[Reviewer highlight video] Program alignment to Category 3

Category 4: Universal Access

Amplify CKLA California Transitional Kindergarten materials provide students with a range of skills and abilities, with opportunities for participation across all contexts of differentiated instruction in reading, writing, speaking, listening, and language.

Examples include the following:

  • Teacher Guides feature sidebar differentiation tips.
  • Classroom routines, such as taking attendance, rely on both visual and verbal prompts that can be individually tailored to students’ needs.
  • Small-group activities often include suggested rounds of play that increase with difficulty and give teachers the choice to move forward to increase the level of challenge or repeat levels of play that prove challenging.
  • Extension activities involve materials that can be adapted to scaffold students in a variety of ways; teachers can provide more or less structure and input depending on the needs of the students.
  • Differentiation supports grounded in UDL include visuals, realia, multimodal instruction, and other materials relevant to all students.

Category 5: Instructional Planning and Teacher Support

Amplify CKLA California TK empowers teachers to deliver effective instruction with various resources. The program provides comprehensive planning and support materials designed to help teachers prepare for and execute lessons effectively and fulfill the requirements of Category 5.

Teacher materials

Planning and preparation resources

Each Teacher Guide contains all the information needed for each day of instruction. The following sections are included in each Teacher Guide:

  • Assessments
  • Introduction
  • Learning Centers
  • Transitions
  • Starting the Day
  • Skills Instruction
  • Listening & Learning Instruction
  • Pausing Points

The Domain Calendar shows the titles of activities and read-alouds taught on each day of instruction throughout the entire domain during the three main contexts for instruction:

  • Starting the Day
  • Skills
  • Listening & Learning

Caregiver supports

The home-school connection letter template provides an easy way to share important information and set expectations with caregivers at the beginning of the school year.

Caregiver letters suggest ways parents and caregivers can support and reinforce learning at home through everyday activities. They also include high-quality texts and nursery rhymes and songs that parents can use to support students’ learning.

Shifting to problem-based learning in K–5 math

Illustration of a sun, a clock, a die showing six, and a multiplication equation next to a green leafy plant on soil, all on a light yellow background—perfect for introducing fun math activities for kindergarten.

Math is all about getting the right answer. Right?

Wrong! Getting the correct answer matters, of course—accuracy is part of proficiency—but when math instruction focuses primarily on correctness, students can miss something essential: the opportunity to think deeply, share ideas, and make sense of problems for themselves.

Many K–5 math classrooms follow a familiar and well-established rhythm: The teacher demonstrates a strategy, students practice it, and the class moves on. This approach is widely used for good reason—it can feel clear, efficient, and reassuring. But over time, it can leave fewer opportunities for students to reason, deepen problem-solving skills, explore different approaches, and develop understanding that lasts.

This is where problem-based learning comes in.

What problem-based learning means in K–5 math

Problem-based learning places rich mathematical problems at the center of instruction. Instead of starting with a demonstrated method, students encounter a problem first, then draw on what they already know, try strategies, and make sense of the math through discussion and reflection.

As students tackle complex problems, they explain their thought processes, compare approaches, and revise ideas. The right answer still matters, but it emerges through critical thinking and sense-making, not just following steps. The result is learning that feels purposeful, engaging, and durable.

This approach reflects how math works beyond the classroom. People begin by understanding a situation, not by choosing a procedure. Problem-based learning helps students build that habit early.

Why shifting to problem-based learning matters

When student thinking stays private, happening only in heads or notebooks, it’s hard to assess understanding or guide learning in the moment. Problem-based learning brings thinking into the open.

As students share strategies, representations, and explanations, teachers gain insight into how they’re reasoning. Instruction can respond to real understanding rather than relying solely on correct or incorrect answers. And students benefit, too, by seeing that their ideas matter and math is something they can actively participate in.

Over time, this approach supports deeper understanding, stronger engagement, and lasting mathematical proficiency.

Three practices that support problem-based learning

Shifting to problem-based learning doesn’t require a complete overhaul all at once. A few core practices can help math teachers support the transition in K–5 classrooms.

  • Establish norms for learning math together. Productive problem-solving depends on a classroom culture where students feel comfortable sharing ideas, even when those ideas are unfinished. Norms that emphasize listening, explaining reasoning, and revising thinking help create a collaborative learning community.
  • Use tasks that invite curiosity and access. Effective problems allow all students to get started while still offering opportunities to extend thinking. Open prompts such as “What do you notice?” or “What do you wonder?” encourage students to connect prior knowledge to new situations and engage meaningfully with the math at hand.
  • Make learning goals explicit at the right moments. Problem-based learning includes purposeful instructional moments. Synthesizing student ideas near the end of a lesson helps students see how their thinking connects to the mathematical goal, bringing clarity without cutting short exploration.

Rethinking the teacher’s role

Problem-based learning also involves a shift in how teachers support instruction.

In classrooms grounded in problem-based learning, teachers guide learning by selecting meaningful problems, monitoring student thinking, and facilitating discussion. Strategic questioning helps students clarify ideas and make connections. Well-timed synthesis highlights important mathematical relationships and supports accurate understanding.

This approach allows teachers to focus less on delivering steps and more on supporting sense-making—while gaining clearer insight into where students are in their learning.

A gradual, supported shift

Shifting to problem-based learning is a process. Many classrooms begin by adjusting how lessons start, increasing opportunities for discussion, or rethinking how students share their thinking.

Over time, these changes add up. Instruction becomes more student-centered. Students engage more deeply. Fluency develops alongside understanding, and productive struggle becomes part of everyday learning.

When classrooms shift toward problem-based learning, math becomes more than getting the right answer. It becomes a way for students to reason, collaborate, and make sense of the world.

Webinar: Centering Multiple Perspectives in Knowledge-Building

Webinar: Making the Shift to More Student-Centered Instruction

S5-03. Cultivating a joy of learning with Sesame Workshop

A blue graphic with text reading "Math Teacher Lounge" in multicolored letters and "Amplify." at the bottom, with abstract geometric shapes and lines as decoration.

Listen as we chat with Dr. Rosemarie Truglio, senior vice president of curriculum and content for Sesame Workshop! Continuing our theme of math anxiety this season, we sat down with Dr. Truglio to chat about Sesame Street and her thoughts on how to spread a growth mindset to young children and put them on course to academic achievement and long-term success.
 
Listen today and don’t forget to grab your MTL study guide to track your learning and make the most of this episode!

Download Transcript

Dr. Rosemarie Truglio (00:00):
Children don’t come with this math anxiety. Math anxiety is learned.

Bethany Lockhart Johnson (00:07):
Welcome back to Math Teacher Lounge. I’m Bethany Lockhart Johnson.

Dan Meyer (00:11):
And I’m Dan Meyer.

Bethany Lockhart Johnson (00:12):
Hello, Dan Meyer.

Dan Meyer (00:14):
Great to see you, Bethany. We are on episode three. Can you believe it?

Bethany Lockhart Johnson (00:18):
So, I feel like we’ve just started scratching the surface about math anxiety. We’ve talked to two amazing researchers. We’ve talked about what math anxiety is, how it’s often screened for some of the causes, some of the consequences … I mean, we’ve had some good conversations. Dan, what do you think?

Dan Meyer (00:38):
Definitely, I think that the consequences have only grown more dire in my head. I’m not sure how you feel about the consequences. But, you know, it is enough for me that we ask students to take mathematics for much of their childhoods, to worry about their anxiety, taking that. But to hear about from these researchers about all the different things that correlate with math achievement and math anxiety—talking about future careers, certainly, but even some other, more serious lifelong concerns? That gives me a lot of motivation to continue this study of math anxiety here with you on the show.

Bethany Lockhart Johnson (01:14):
It is really widespread. It has a big impact, not only on students, but on parents, on educators. You know, it’s—

Dan Meyer (01:23):
Multi-generational.

Bethany Lockhart Johnson (01:25):
Yes. And you know, so often when folks think of math anxiety, what I hear them say is, “Oh, yeah, in high school is when math really ramps up. That’s when anxiety starts.” But we know that it starts in our youngest learners. And our research has already backed that up. We know it. I’ve seen it in my classroom. You may have seen it with some students you work with. And let me tell you, it starts young.

Dan Meyer (01:52):
It does start early. Right now, I have a son that’s just started kindergarten, and he seems relatively math-positive, but we’ve known from our interviews on this show and other kinds of experiences that oftentimes, that feeling —that math is for me, and I am for math, and we are all friends — can turn on a single moment. It seems like one teacher says a thing that changes a student’s perception of themselves as a mathematician or of math itself. So I keep waiting with bated breath, hoping not to find that one moment that changes our current open posture towards mathematics. So now it’s time to really dive into some strategies for combating math anxiety.

Bethany Lockhart Johnson (02:34):
To help us out, we’ve called on a pretty exciting guest. I am so excited, Dan Meyer! We are being joined by Dr. Rosemarie Truglio. She is Senior Vice President of Curriculum and Content at Sesame Workshop. Sesame Workshop! As in, “Tell me how to get to Sesame Street.” Dan, I have to tell you, I spent many, many hours of my childhood watching Sesame Street. I have to ask, do you have happy Sesame Street memories? Is this part of your formation, Dan Meyer?

Dan Meyer (03:08):
At this point? In my advancing years, and the brain cells that I have left, Sesame Street is really kind of just a vibe in my head. But that vibe is such a pleasant one. One in which like nothing bad could happen. One in which learning is common and normalized and fun. And you just kind of feel at home, constantly.

Bethany Lockhart Johnson (03:33):
I don’t know about the “just the vibe” part, because for me, it is visceral. I’m there. I am actually … I mean, I might still be there.

Dan Meyer (03:42):
You could reenact some of the skits?

Bethany Lockhart Johnson (03:44):
. You didn’t watch Sesame Street with your kiddos when they were younger?

Dan Meyer (03:49):
We watched a lot of Elmo. A lot of Elmo. Yeah.

Bethany Lockhart Johnson (03:52):
Next-generation Sesame Street. Well, I think it’s so perfect that we’re gonna be talking about what Sesame Workshop does to help combat math anxiety and create a positive connection and relationship with mathematics. So I’m really excited to hear what Dr. Truglio and her team have been working on. And here’s our conversation with Dr. Truglio.

Dan Meyer (04:15):
Welcome to the show, Dr. Truglio. It is an honor.

Dr. Rosemarie Truglio (04:18):
Great to be here. Thank you for inviting me.

Dan Meyer (04:20):
You are Senior Vice President of Curriculum and Content at Sesame Workshop, which definitely sounds like the coolest job in the world to both four-year-old me and also Now me. Would you just help us help us with some backstory of how you ended up here, and what you do at Sesame Workshop?

Dr. Rosemarie Truglio (04:38):
Sure. It is a pretty cool job. And I am very fortunate that I’ve been in this position for the past 26 years. So, I am a developmental psychologist, and my job is to help Sesame Workshop identify curriculum needs, so that we could address them in the content that we create on the show and across our various platforms. So, Sesame Street is currently in its 53rd season. And we just, wrapped production for the 54th season, which we’ll debut next fall. And Sesame Street began with an experiment: Can television actually teach children school readiness skills, to have them better prepared for school? Especially those children who did not have access to formal education during the preschool years? And it is what we call a whole-child curriculum, because we’re dealing with all of the school readiness needs. So that that includes the academic needs, their social-emotional needs, and their health needs, as well as what we call these cognitive processing skills—how children learn content. Right? So it’s not just content skills, but how you approach learning and how you actually learn content. So as a grad student, I was fortunate to work at the Center for Research on the Influences of Television on Children. Very special center. It was at the University of Kansas. And my advisors, developmental psychologists, they studied the effects of television on children, both the positive effects and the negative effects. And so part of their research was to actually look at the longterm educational effects of Sesame Street. So I was working with Sesame Street content as a grad student, and then came to New York City. My first job was Assistant Professor at Teachers College, Columbia University. And when this position became available, Director of Research at the time, it was called, I took that job. And so my job was to oversee both the curriculum and the implementation of the curriculum, as well as the research. Because what we know, our co-founder, Joan Ganz Cooney has always said, for Sesame Street to be a successful educational program, production has to work closely with early childhood educators. They are the ones who know the curriculum and, and develop the curriculum goals, as well as the developmental psychologists who actually study how children are paying attention to the content. But more importantly, what are they comprehending from the content? And we all have to work together. Because even though we are the experts, the real experts are the children themselves. So nothing is deemed final until we actually show the children and see what they are learning from the content that we are producing.

Dan Meyer (07:54):
Are you referring to like, test audiences of kids then?

Dr. Rosemarie Truglio (07:57):
Yeah, I guess you could call it test audiences. I mean, I don’t. I don’t like to call it that because I see them as co-collaborators. I don’t see them as a test audience. Because, as I said, they’re the experts. It’s a collaboration. I mean, they’re the experts. And so I wanna know—

Dan Meyer (08:12):
As collaborators. I got it now. Yeah.

Dr. Rosemarie Truglio (08:14):
They help us. So that’s exactly what we tell the children too. So it’s called formative research. You know, we, we do what we call, um, storybook testing, an animated version of a storybook to have some little movement and see are they finding the story engaging, but more importantly, are they picking up on the intended educational lesson that we’re trying to teach in the story. So they are co-collaborators. they’re the ones who are helping us get the story just right for them.

Dan Meyer (08:46):
That’s really exciting, and makes me think about what classes might be like if students were regarded in that kind of lens as well. I just wanna say that my four-year-old self is on this interview as well, and is re-contextualizing all the stuff I saw as a kid. And it just felt like, at the time, you folks turned the camera on and went down to the street and we just had this real natural time. And it’s great to hear about all the intense preparation and co-construction at work and work that went into that time. Yeah,

Dr. Rosemarie Truglio (09:12):
It’s about a year preparation from start to finish. From the start of identifying, “What is the educational need? Is it an academic need? Is it a social-emotional need? Is it a health need? Is it a cognitive-processing need?” And then once we have the need identified, we have what we call a curriculum seminar. We bring in the experts who are studying this topic with preschoolers, because we wanna get it, we wanna get it right.

Bethany Lockhart Johnson (09:41):
Which, by the way, little behind the scenes: How often do you get to go to set?

Dr. Rosemarie Truglio (09:46):
So we’re in a production probably about six weeks out of the year. Covid really messed things up. ‘Cause we have to be really—we have very strict Covid protocols, but there is someone on my team—and sometimes we have to, you know, rotate for availability—but there’s always an educator on set.

Bethany Lockhart Johnson (10:06):
Awesome.

Dr. Rosemarie Truglio (10:07):
Because even though you stick to the script, questions arise; they wanna make changes; sometimes they have to cut; things are running too long and they have to cut and we gotta figure out where to cut. So there’s always an educator on set.

Bethany Lockhart Johnson (10:19):
But sometimes you go and have lunch, like—.

Dr. Rosemarie Truglio (10:21):
Oh, I go, yes. Sometimes I go—

Bethany Lockhart Johnson (10:23):
And just hang out with Big Bird, right?

Dr. Rosemarie Truglio (10:24):
Sometimes I go hang out with Big Bird. No, those are my friends!

Bethany Lockhart Johnson (10:27):
They are!

Dr. Rosemarie Truglio (10:28):
No, no, I go hang out with them. They’re my friends. Yes.

Bethany Lockhart Johnson (10:32):
When I think about Sesame Street and I think about … like, I can’t help but smile. Because I think I have such fond memories of the characters. I mean, we invited them, my mom invited them, into our home, right? And, you know, now I have a two-year-old and there’s no doubt that I’m gonna introduce him to Sesame Street. And I see how it really does feel like the folks who are doing this work, you and your team, you have a deep respect for children. So it makes sense that you call your test collaborators “collaborators,” right? They’re a part of it. And you know, I love that. And Sesame Street makes me smile. However, I’m like, we’re talking about math anxiety. And it’s so interesting, because as Dan and I were talking about our memories of Sesame Street … you know, it’s like Sesame Street feels like there’s not much anxiety. I mean, there are problems, and there’s problem solving, and it’s not like everything is perfect. But we figure it out. And it’s OK to make mistakes and it’s OK to try again. And a lot of times, we don’t see that in the math classroom—or at least, how folks talk about math. So, how do you all think about anxiety, about how to prevent it? Like, when you’re doing your work, you know that math anxiety is a real thing. But then that’s not translated in these experiences and the relationships with math that you’re building with your viewers.

Dr. Rosemarie Truglio (12:07):
Yeah, that’s a really good question, because it’s really easy, because our core audience are two- to four-year-olds and they love math. And what’s not to love, right? Because they are figuring the world out as they’re exploring the world. So you said something really interesting, that when you turn on the TV—when you turned on the TV when you were a child, and now you’re a mom of a two-year-old, we wanna make sure that the show represents content that is relevant and meaningful to our target audience. And that comes through with the characters. So all of our characters have very specific personalities, as all children do. And our characters represent all children, in terms of not only personality, but interest and learning styles, ’cause we wanna see—we wanna make sure that children see themselves in these characters. And we have a character who actually loves math. And he’s The Count.

Bethany Lockhart Johnson (13:12):
I’m like, “I know! I know who it is!” I will save you my impression. Although I have done it for my child. But I’ll save our listeners .

Dr. Rosemarie Truglio (13:20):
And you know, he’s an adult character. Some of our characters are preschoolers, like Elmo and Abby—they’re preschoolers—and Zoe. But The Count is an adult. He lives in the castle and he just loves numbers. But what’s really important is while we have The Count to explain—not explain to, but to portray to children, cause we don’t explain anything; we show children that math is more than number, right? Math is a pretty wide concept. Which is what I love about math. And the other thing about math is math language. The language of math. ‘Cause when we’re teaching children vocabulary words, we’re also teaching children the concept. Be it a math concept or a science concept or a social-emotional concept. So children don’t come with this math anxiety. Math anxiety is learned and it’s unfortunate. It’s picked up by their observations of the adults in their lives, who sometimes say out loud, “I don’t like math,” or “Math is hard,” or even worse, “I’m not good at math.” Or may even label it as math anxiety. That word won’t mean anything to a young child. But it then provides a, whaddya call it, like a negative valence for something that they never felt negative about. Because as they’re growing and interacting with the world, math is all around them. And there’s that sense of awe and wonder and joy, especially as they’re learning and they’re figuring it out. So I think we have to reframe math. Instead of saying “math anxiety,” we have to talk about the joy of math and all the wonderful joys that come with the exploration of these math concepts. Number is great. We know kids love numbers. We know that they love to count and use a big word here: enumerate . Because so many parents don’t make this distinction. They’ll say, “Oh, my child is counting!” Well, there’s rote counting, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, which is important. But then it’s like there’s an item for each number. So it’s one Cheerio, two Cheerios. And then as you point to each number, you are then figuring out what the set is, of the number of objects that you have. And then you get at what I love to call the meaningfulness of math. Right? Number has meaning. And as I said, it’s all part of your everyday activities. It’s part of—it’s in your kitchen; you’re following recipes; you’re measuring; you’re weighing. It’s at bath time, right? You could have the sorting of nested cups and you could, you know, and once again, the math language: big, bigger, biggest. These are relational concepts. You could then count what sinks and what floats, if you’re doing science. And then you could put them in two different buckets, and count. These are the items that sunk and these are the items that float. So math and bath time could be a lot of fun. And then there’s math and music. Music is so rich with math, as you talk about rhythm and tempo and dynamics and pitch and duration. That’s all math.

Bethany Lockhart Johnson (16:57):
The way that you talk about it, it is so rich, right? It is so multi-layered. And you know, I’ve shared on the podcast before: I’ve actually had parents in parent-teacher conferences say that, “Well, I wasn’t good at math either,” or “Math’s really not my thing.” And it’s really—it is, it’s rooted in that fear. And so I do see the way that you’re talking about it; I see that come through in Sesame Street. That, in a lot of ways, it’s reeducating parents, right? Because we hope that our caregivers are sitting next to their kiddo and enjoying it together and having conversations about it later. And there’s a way that parents then are also getting their own sense of what math can be, expanded. And I think there’s such a beauty in that. And I love the way that you talk about that, that you really are looking at, “Well, we wanna celebrate counting and the joyfulness of that. And let’s use math talk, you know, and let’s use these words and try out these ideas.” And it’s not because you’re trying to check some list. But you’re really exploring it and having fun together.

Dr. Rosemarie Truglio (18:03):
And you’re embracing it. And you mentioned the word “mistake.” So often when it comes to math, if you make a mistake—you make a mistake in counting or, you know, we’re not doing a lot of math equations on Sesame Street, but that’s when people feel like they can’t do math. ‘Cause they made a mistake. And that’s something that we are trying to address on Sesame Street, that it’s OK to make mistakes and you learn through mistakes. But you have to have—and I’m gonna come up with this other phrase now—you have to have what we call a growth mindset. What that means is that I may not be able to do this yet. Like, it’s called “the power of yet.” So we know that learning any concept, it takes time and practice. And how do we have children embrace the process, right? So often we focus on right and wrong. Now, there is right and wrong with math, of course. You know, there’s a right answer and there’s a wrong answer. But how do we focus, not on the end product, but the process through which you are engaging in? So let’s talk about measurement. Let’s talk about measuring the length and the width or the height of something. You might make some mistakes along the way, but you’re processing it. My son used to make all of these little structures for all his little play animals. Well, you know, he would measure and think he got it right. And then when he put the animals in, of course, you know, either the animal was too wide or it was too tall. And he would have to redo it. But you’re not redoing it from scratch, you’re redoing it now from experience. “I realize that if I’m gonna put the giraffe in with the elephant, I’m gonna need something wide as well as high.” Right? For the length, tall. And that’s process. And then, for children, when they figure it out, that “oops” and “aha”—the “aha” was like, “I did it!” And it’s so empowering, you know, giving them agency—not swooping in and saying, “All right, I’ll fix it for you. You know, we got the wide elephant and the tall giraffe and I’ll you know…”. NO! Having them do it. And another fun activity is in what we call informal measurement. And that’s like getting something of an equal size. It could be paper clips or it could be same-size blocks, and then measuring how long something is. So if it’s measured by blocks versus paperclips, you’re gonna have a lot more paperclips than you are blocks. And that kind of comparison is so fascinating for children. And so that’s measurement. And now we have counting. Like, how many paperclips long is something versus how many blocks long is something.

Dan Meyer (21:02):
So checking my understanding here, you’ve talked about how caregivers and other adults can transmit math anxiety by naming it and claiming it for themselves. And you’ve talked about, some really exciting ways that adults can involve students and kids in different kinds of math. I’d love to go upstream with you a little bit and wonder out loud, where does this anxiety come from initially? It’s gotta be more than adult one to kid two talking about anxiety, and transmitting it from human to human. What is the original spring from which all this anxiety flows?

Dr. Rosemarie Truglio (21:36):
Yeah. I do think it does—a lot of it does come from the adults in their lives. It’s unfortunate, because there is a lot of math talk about it, right? I can’t do math; I’m not good at math. Even when you’re at a restaurant and you get the bill and someone’s figuring out the tip, I can’t tell you how often it’s like, “Pass the bill, because I can’t do math.” Or if you actually then bring gender into it, you know, “Oh, girls aren’t good at math,” and that’s not true. There’s no evidence of that whatsoever, right? So in the younger grades, there’s no gender difference in terms of math ability. What’s also interesting about even socioeconomic status differences, you don’t see a lot of differences between low-income and middle-income children when it comes to math skills. Where you see differences is children’s ability to talk about their mathematical thinking. So if a child doing a math problem is asked, “How did you solve the problem?”, low-income children don’t often have the language to explain their thinking. So that’s something that we did on Sesame Street, where we focused a lot on what we call math talk. So, not just show number and show doing math, but actually narrate and giving the language. Because math literacy is one of the predictors of overall school achievement. So there’s that. They’re getting it from the adults in their lives. They’re getting it, unfortunately, sometimes from their teachers. But I think the anxiety comes from the fear of making mistakes. Because math, there is right and wrong, and always wanting to get the right answer. So that’s why this whole idea of reframing, and saying, “But really, it’s in the process.” So, you know, my son, math is not his strong suit. And I’ve been doing a lot of growth mindset with him as well. And there was a teacher that he had—I think in like 10th or 11th grade—who said, “In a test, I don’t wanna—I’m not even gonna look at the answer. I wanna see the process through which you GOT to this answer. And I’m going to grade the process. So the process could yield a right answer; it could yield a wrong answer. But you’re gonna get graded on the process. Because I wanna see how you are approaching the problem and how you’re thinking it through.” And I think that is a great example of, maybe, to try to reduce math anxiety. Because if you can get people excited about the process through which you’re learning—and that applies to all subjects, it’s not just math!

Bethany Lockhart Johnson (24:36):
I’m like, that applies to life! Right?

Dr. Rosemarie Truglio (24:38):
That applies to life!

Bethany Lockhart Johnson (24:39):
That’s so spot on. Wow. Yeah.

Dr. Rosemarie Truglio (24:41):
But I think that there’s so much focus on right and wrong, and not really understanding the value of the process. So on Sesame, we’ve been doing a lot of “oops” and “ahas.” You know, we’re gonna make mistakes, but what’s important is what do you DO when you make a mistake? So there’s a great episode with The Count. A couple of years ago. The Count was counting. Something he does every day. A lot of time, every day, ’cause he’s obsessed with counting and numbers. And he was counting an array of items.

Gladys the Cow (25:17):
I need 10 sandwiches all together.

The Count (25:22):
Well, of course.

Dr. Rosemarie Truglio (25:23):
And he made a mistake.

Elmo (25:25):
The Count?

The Count (25:25):
Hmm?

The Count (25:25):
Elmo thinks The Count made a little mistake.

The Count (25:31):
No mistake.

The Count (25:32):
Mm-hmm. Yeah.

Dr. Rosemarie Truglio (25:33):
And first time ever, did he make a mistake. And he fell apart.

The Count (25:38):
I must make sure that that never happens again. So I shall never count again.

Dr. Rosemarie Truglio (25:46):
And that’s an example of showing that, you know, you could get upset when you make a mistake, but what’s important is you gotta come back and you gotta come back to doing what you love. In his case, is counting and letting him know that it was an “oops.” But you learn that mistakes are OK. It’s OK to make a mistake and continue to do what you love.

The Count (26:13):
I must keep trying and you should, too.

Elmo (26:17):
Yeah!

The Count (26:17):
So come, let’s count the carrots together!

Elmo (26:18):
Oh, cool!

Bethany Lockhart Johnson (26:19):
And what a beautiful gift to show kiddos. Show that to kiddos, right? And to the adults. I wanna, you know, really acknowledge it, and say, “Hey look this, it’s OK.” And again, you’re giving them that language. That’s such a gift.

Dr. Rosemarie Truglio (26:34):
Thank you.

Dan Meyer (26:34):
We spend a lot of time wondering why other subjects don’t seem to suffer from this negative perception. And I think you’ve unlocked a lot of that. You’ve mentioned that there are issues that cut across different subject areas, but I think from my own experience and research and interviews, it seems that in ELA and the social sciences, there’s this aspect where you need to come up with a claim and “how are you seeing this?” And there are multiple defensible claims. And I love how you imported that generous pedagogy over into math with this example of a teacher who says, “You know what? It’s about the process here.” Disassociating answer and process.

Dr. Rosemarie Truglio (27:09):
And I think the other thing is like, when children are engaged in a project, for parents to point out: “You’re doing math!” Because they don’t realize that they’re doing math. Once again, math is so often equated solely with numbers and mathematical computations. So it was really interesting—the same is true for science. You know, when we’re talking to parents about the use of everyday—like, going to the supermarket or making dinner or bath time, there’s so much math and science in the everyday. And then when you point it out to them—”you’re doing math”—it’s like, “I’m doing math!” Like, you’re setting the table for a family of six: you’re doing math. That’s called one one-to-one correspondence. “I’m doing math: I’m setting the table.” Yeah, but you’re doing math. You can’t set the table because you have to know how many people are gonna be sitting at the table for dinner. You can’t follow a recipe without doing math. You can’t go shopping without doing math. There’s quantity; you gotta figure out how many peppers you gotta buy, or pounds. “I gotta get a bunch of potatoes and I gotta put ’em in the scale. And I have to get two pounds of potatoes.”

Bethany Lockhart Johnson (28:29):
So your book Ready for School: A Parent’s Guide to Playful Learning for Children Ages Two to Five. First, as a parent of a young toddler, I gotta say it’s such a tool; it’s such a resource. It’s very conversational. And I think about these ideas a lot, both in my work and, you know, just for fun. And yet, even if this wasn’t my chosen field, I still feel like it’s just so accessible. And I wanna flag something.

Dr. Rosemarie Truglio (29:01):
Thank you.

Bethany Lockhart Johnson (29:01):
Yeah, no. Thank YOU. . I wanna flag something that you said in the math chapter You were talking about the joy of math, and you said when it comes to our children, caregivers: “take pleasure in reading stories together, especially at bedtime, which in many households is a regular part of a child’s routine. But somehow the notion of introducing math concepts to our children seems daunting. In fact, some studies have shown that parents harbor a strong belief that while it’s important and pleasurable to support their child’s reading skills, it’s the responsibility of the schools to take care of teaching math.” And that quote, I highlighted it, I starred it! And I would love for you to say a little more about that, because you have given us already, like, a bounty of ideas that as caregivers we can do with our kiddos or the kiddos in our lives. And we’ve seen that even what they’re learning in school, it may not be the freeing, joyful math language that we hope our kiddos have access to.

Dr. Rosemarie Truglio (30:05):
Yeah, I’m glad you brought that up. Because a lot of our focus is on how children learn through playful experiences, and how they learn through play in particular. And there are so many playing, either a game or even playing ideas—like we talked about building, you know, a house for animals or building a fort. It’s just so filled with math. And I wish I could narrate for every young parent how I would hope that they would talk as they are co-engaged in this activity. And I think … we asked about, with the anxiety, the adults have to find the joy in math first. They have to see the math. That’s the problem. That’s why I hope that my book provides that. I want you to know that you are doing math and I want you to know that your child is what we call a mathematician—or in the science chapter, is a STEMist. Your child is already doing science, technology, engineering, and math. STEM is so integrated. So to acknowledge them—because babies are doing math! Babies know, they can distinguish between a small quantity and something that is a of a larger quantity and want the larger. Right? So, it’s natural for them. And they are taking it all in. I mean, the joy of watching a child just early counting: you know, one, two. And trying to then figure out the meaningfulness of two. It’s not three objects. There are actually two. And for a parent to see the joy in that I think is step one. And then to see the richness and how expansive math is, and that power of, oops, “I made a mistake, don’t freak out,” and then [not] say, “See, I’m not good at math,” but say, “Let me try again. I know I could figure this out.” Right? It’s all of that supportive language and supportive experiences that builds this mindset, a positive mindset. So that you hope that when you get into the higher grades, they’re not walking in and saying, “I can’t, I can’t do math.”

Dan Meyer (32:26):
Yeah. Super helpful. I think you point at one of the grownups—great powers in the world of kids, which is to label. To name things. And you know, you’ve talked about how grownups should ideally downplay some of their negative experiences with mathematics for the sake of the kid, but also to play up the positive stuff that they’re doing as mathematics. Like that right there, that’s math. I would love to know … you have an extremely loud megaphone to communicate messages about math and the world and everything through Sesame Street. One of the biggest that there is—and I just wonder if you could step out and imagine you had a magic wand to wave over the world in which students grow up, play and learn—what would you do like to help students have better associations or less math anxiety? And, you know, learn more about math itself?

Dr. Rosemarie Truglio (33:19):
If I had a magic wand, I would give everyone what we call a growth mindset that nothing is fixed and everything can be changed if you put the time and effort into the process, and enjoy the process. The joy of learning. I think, you know, it’s really sad. I don’t wanna be sad on your show. But when we were getting ready for the 50th anniversary, I was wondering, “What is gonna be the curriculum focus?” You know, we just came off of literacy and math literacy and social-emotional development. And we talked about the power of play. Playful learning. And building careers. Give children sophisticated play scenarios so that they could explore what they may wanna be when they grow up. Because there’s a concept: If I can see it, I can play it, I can be it. Right? So where are those portrayals? And it’s like, “What are we gonna do for the 50th?” And I had a convening of experts across all disciplines, and brought them into a room. And I said, you know, “What keeps you up at night? Like, what are you worried about?” Sort of like the State of the Union of Child Development. And this is where the sad part is. They talked about how that sense of joy, that sense of wonder, that sense of curiosity, that sense of flexible thinking and creative thinking, was disappearing in early childhood. Wow. If it’s disappearing in early childhood, we are in big, big trouble . ‘Cause I could see it disappearing later on, you know, as you advance in grade. But what do you mean, it’s disappearing in childhood? And then they talked about the fear of making mistakes. And that goes against—it’s the opposite of a growth mindset. And so we have to bring back that sense of joy, wonder, asking those why questions and embracing them. So it’s another problem parents have. They’re fine with the “why” questions until the “whys” become so difficult they don’t have the answers. And then they don’t want the “why” questions, because now they feel like they’re not smart enough to answer their child’s “why” questions. How do I flip that around to be much more positive and say, “You know, I don’t know! But let’s find out together. Let’s explore together; let’s experiment together.” That’s what I mean about the shift in the mindset, that growth mindset. We should not know all of the answers, but where’s the joy of, “Wow, I don’t know, let’s go find out together”? And that applies to math too. But you have to have that open mindset. You have to—you, as yourself, have to have that growth mindset.

Bethany Lockhart Johnson (36:20):
I love that magic wand. I want that magic wand! And I think what—like Dan said about this megaphone, this opportunity to reach so many young people, so many caregivers—what a gift! And I’m so grateful that you took time to be in the lounge with us, and that you have shared these ideas. Because truly, I think, like you said, it’s really our youngest learners, right? How can we create and cultivate these opportunities for our youngest learners to find the joy in mathematics and just in learning, right?

Dr. Rosemarie Truglio (36:54):
Yeah.

Bethany Lockhart Johnson (36:55):
So thank you. Thank you so much, Dr. Truglio. We are deeply grateful for your insight and for all the work you do. And we continue to invite the world of Sesame Street into our homes.

Dr. Rosemarie Truglio (37:08):
Thank you. Thank you for allowing us to come into your home, and for you to re-learn with your child as you’re watching Sesame Street. Because it’s very much a parenting show, as it is for a child-directed show, because we are blessed to have these wonderful human cast members who are the stand-ins for parents. And so we are often giving you the language for how to talk about and how to problem-solve together. So thank you.

Dan Meyer (37:43):
Thanks so much for listening to our conversation with Dr. Rosemarie Truglio, Senior Vice President of Curriculum and Content at Sesame Workshop.

Bethany Lockhart Johnson (37:51):
Dr. Truglio is also the author of Sesame Street Ready for School, A Parents Guide to Playful Learning for Children Ages Two to Five, and we’re gonna make sure we put a link to that in the show notes because it is really, really a rich resource. I’m diving in. I have so many ideas bookmarked that I wanna try out with my kiddo.

Dan Meyer (38:09):
Yeah, it’s really exciting to see—like, for a classroom educator, I just kinda assumed that a lot of math learning happens in the classroom context. That’s my lens. So yeah, I loved reading the book and seeing all the different opportunities for parents for just out there in the world, in front of your house, at the supermarket. All the different opportunities there are for mathematical thinking, and then to think about how to bring that into some of those routines and ideas into the classroom, into formal schooling.

Bethany Lockhart Johnson (38:35):
Exactly. Exactly. Like Dr. Truglio said, the caregivers’s disposition about mathematics matters so deeply. Your teachers’ dispositions about mathematics, their beliefs, the way that you hear people talking about math, that impacts our learners. That impacts—like, as a student, that impacts what you think is possible for yourself. So I love this, re-educating ourselves about what math can look like out in the world, in everyday conversations. I don’t know. I really, really appreciated this conversation with Dr. Truglio.

Dan Meyer (39:12):
Same. Yeah. We’d love to hear what you folks think about the work. the book, her ideas. Definitely get in touch with us. Subscribe to Math Teacher Lounge, wherever you get podcasts. And keep in touch with us on Facebook at Math Teacher Lounge Community, and on Twitter at MTL show.

Bethany Lockhart Johnson (39:27):
Also, if you haven’t already, please subscribe to Math Teacher Lounge wherever you get your podcast. And if you like what you’re hearing, please leave us a rating and a review. It’ll help more listeners find the show. And while you’re at it, let a friend know about this episode, because you enjoyed it; they might enjoy it. On our next episode, we’re gonna be chatting with Dr. Heidi Sabnani and taking a closer look at best practices for coaching teachers to reduce their own math anxiety.

Dr. Heidi Sabnani (39:56):
One of the teachers that I worked with had done her student teaching with a teacher who had math anxiety and who never taught math. And so she entered her teaching career never having taught math before or seeing it taught.

Dan Meyer (40:10):
Thanks again for listening, folks.

Bethany Lockhart Johnson (40:12):
Bye.

Stay connected!

Join our community and get new episodes every other Tuesday!

We’ll also share new and exciting free resources for your classroom every month.

What Dr. Rosemarie Truglio says about math

“We all have to work together, because even though we are the experts [on curriculum and education], the real experts are the children themselves.”

– Dr. Rosemarie Truglio

Senior Vice President of Curriculum and Content, Sesame Workshop

Meet the guest

Rosemarie T. Truglio, Ph.D. is the Senior Vice President of Curriculum and Content at Sesame Workshop. Dr. Truglio is responsible for the development of the interdisciplinary curriculum on which Sesame Street is based and oversees content development across platforms (e.g., television, publishing, toys, home video, and theme park activities).  She also oversees the curriculum development for all new show production, including  Bea’s Block, Mecha Builders, Esme & Roy, Helpsters, and Ghostwriter. Dr. Truglio has written numerous articles in child and developmental psychology journals and presented her work at national and international conferences. Her current book is Ready for School! A Parent’s Guide to Playful Learning for Children Ages 2 to 5, published by Running Press (2019).

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About Math Teacher Lounge

Math Teacher Lounge is a biweekly podcast created specifically for K–12 math educators. In each episode co-hosts Bethany Lockhart Johnson (@lockhartedu) and Dan Meyer (@ddmeyer) chat with guests, taking a deep dive into the math and educational topics you care about.

Join the Math Teacher Lounge Facebook group to continue the conversation, view exclusive content, interact with fellow educators, participate in giveaways, and more!

You might also like:

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Dual language assessment and instruction for K–6

mCLASSⓇ Lectura Texas is a universal screener for K–6 built on modern Spanish literacy research. Delivering complete parity between English and Spanish reading assessments, the program supports educators in accelerating reading growth for Spanish-speaking students.

Collage de escenas educativas: la parte superior izquierda muestra el dibujo de un ojo, la parte superior derecha tiene un ícono de voz, las imágenes inferiores muestran a estudiantes aprendiendo con maestros y libros, y logotipos centrales de plataformas digitales.

What experts say

“It’s incredibly important we attend to the Spanish language alongside English in assessment practices, to make sure we’re not underestimating the ability of a really significant percentage of our nation’s school population.”

Lillian Durán, Ph.D.

Co-Developer, mCLASS Lectura; Associate Dean for Academic Affairs, University of Oregon College of Education

Informational graphic highlighting the University of Oregon’s Center on Teaching and Learning and Dr. Lillian Durán’s validation of a universal screener in partnership with Amplify.

Built by leading biliteracy experts

The mCLASS Lectura Texas universal screener was co-developed with the Center on Teaching and Learning at the University of Oregon. The assessment was validated by Amplify in partnership with Lillian Durán of the University of Oregon.

The development of mCLASS Lectura Texas also involved a team of nationally recognized experts representing a range of regions (Mexico, Central America, South America, and the Caribbean), along with focus groups featuring classroom teachers, special education teachers, specialists, and administrators.

Our approach

Aligned to the Science of Teaching Reading, mCLASS Lectura Texas enables teachers to connect with their students through observational assessment and in the language most comfortable to them. When used in tandem with mCLASS Texas Edition, the program helps you achieve complete parity between English and Spanish literacy skills.

Complete parity between English and Spanish

mCLASS Lectura Texas is an authentic Spanish assessment that integrates seamlessly with mCLASS Texas Edition. It offers consistent reporting across both English and Spanish assessments and provides specialized dual-language reporting.

A laptop displays a table comparing English and Spanish reading assessment scores across categories, with benchmarks and below benchmark results highlighted.

Listen to your students read in both languages, one-on-one.

mCLASS Lectura Texas provides teacher-administered assessments in Spanish that deliver accurate and reliable measurements of each student’s literacy progress. 

Built from the latest research in Spanish literacy development

mCLASS Lectura Texas is a high-quality assessment that accounts for the major differences between English and Spanish, not simply a direct translation or transadaptation between the two languages. 

Screenshot of a language learning app segmenting the Spanish word "húmedo" into syllables: /hú/, /me/, /do/. A timer shows 0:21, and progress is displayed as 3 out of 3.
A curved computer screen displaying a presentation slide on phonological awareness in bilinguals, with text, two bar graphs, and an assessment in Spanish.

Transfer skills in one language to the other.

By providing teachers with insights into the skill areas in which their students are proficient in their native language, the program helps multilingual/English learners build on their strengths and make connections. Educators also receive guidance on the cross-linguistic transfer of critical skills in both languages.

What’s included

mCLASS Lectura Texas includes one-minute measures validated for universal and dyslexia screening, and provides dual language reports for teachers and administrators.

Captura de pantalla del software mclass que muestra los resultados de las evaluaciones comparativas de los estudiantes en un gráfico con categorías para el comienzo, la mitad y el final del año.

Comprehensive Spanish literacy measures in mCLASS Lectura Texas

mCLASS Lectura Texas is validated to assess for all key foundational skills for K–6, including:

  • Letter Naming.
  • Phonological Awareness.
  • Alphabetic Principle.
  • Fluency.
  • Comprehension.
Learn more

Reports in English and Spanish

mCLASS Lectura Texas analyzes Spanish literacy and English literacy development side by side, enabling you to see where kids are in both languages.

Dual-monitor setup displaying a Spanish literacy educational software interface, mCLASS Lectura, with text descriptions and interactive elements.
Screenshot of a digital presentation slide titled "Identificar y leer palabras con los diptongos ia, io, ie" from a Spanish literacy course, featuring text and instructional icons.

Instructional activities to build Spanish literacy skills

With mCLASS Lectura Texas, educators get hundreds of step-by-step instructional activities for small groups or individual students and receive effective activities to target the Spanish literacy skills with which students need the most support.

Comprehensive reporting

mCLASS Lectura Texas provides reporting for everyone. This is available at all levels, from classroom teachers and literacy specialists to principles and district leaders, as well as parents and guardians at home.

A laptop screen displaying a student performance spreadsheet with various metrics including grades, benchmarks, and mCLASS Lectura assessment rates for several students.
Tablet screen displaying a student's assessment summary for fluency in syllable sounds. The student, Oksana Maslova, scored 32 syllables per minute on 08/25/2021.

Detailed assessment data

mCLASS Lectura Texas provides transcripts of every assessment and identifies error patterns to help educators make instructional decisions for students on the skills they need to work on the most. The program also includes letters with student assessment results and analysis to send home or to use as a basis for discussion at conferences.

Exciting news! mCLASS Texas and mCLASS Lectura Texas K–2 are FREE for the 2025–26 school year!

Explore more programs based in the Science of Teaching Reading.

Learn more about the Amplify Texas biliteracy suite at texas.amplify.com.

Texas Public Reviewers: Welcome to Amplify Desmos Math Texas!

Thank you for taking the time to review Amplify Desmos Math Texas K–5.  This site provides the login steps and tools you need to review the program.

Watch this short introductory video to help you navigate the Amplify Desmos Math Texas K-5 platform.  Then, use the login credentials below to start your online review.

The helpful Navigation Tool-Title List with live links and other documents to guide your review can be found below as well.

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Login credentials:

Login page for Amplify with options to log in via Google, Clever, Amplify, QR code, or District SSO. A "Help" button and illustrated design elements are also visible.

Step 1

Go to learning.amplify.com and select Login with Amplify.

Enter the username and password:

Username: t.txmathk5public@tryamplify.net
Password: AmplifyNumber1

Step 2

Select Amplify Desmos Math in Your Programs.

Educational dashboard showing a welcome message to "Educator K-5 Review," highlighting "Amplify Desmos Math" as a recommended program, with a paper airplane and quick links section.

Step 3

Once you’re in the program, select a grade level to explore the digital curriculum.

Navigation video

View this short introductory video to help you navigate the Amplify Desmos Math Texas K-5 platform.

Navigation Tool – Title Lists

Tip:  Be sure you’re logged into the Amplify Desmos Math Texas platform (steps above) before clicking on the links in these documents.

New content – Quality rubric 1.1a

If approved, this proposed content will be added as a Paper Resource on the Course-level tile on Amplify Desmos Math Texas and on the Caregiver Hub as an additional home resource.

New content – Quality rubric 2.1c

If approved, these two pages will be added to the front matter of the Assessment Resource teacher ancillary.

Revised Content – Kindergarten

Revised Content – Grade 1

Revised Content – Grade 2

Revised Content – Grade 3

New Content – Grade 4

New Content – Grade 5

Citations for Upper Limit TEKS in K-5 Mathematics

Proposed changes to address the upper limit TEKS breakouts can be found at the link above. The notes for each citation indicate where the new content will exist, once approved.

Components List

View the full list of components for Amplify Desmos Math Texas K-5.

Center Resources and Kits

Access a description and ISBN’s for the K-5 Center Resources and Kits.

Manipulative Kits List

View the full list of contents for each K-5 Amplify Desmos Math Texas Manipulative Kit.

Making reading comprehension connections

A smiling girl in a green shirt sits at a desk with an open book, holding a pencil, highlighting the importance of literacy benchmarks. A yellow background with a book icon is shown behind her.

Comprehension isn’t just a process, or just a product—it’s both. And connecting reading and understanding is what most teachers are working on every day.

That fundamental connection was the focus of our recent Science of Reading Webinar Week: Comprehension Connections—Building the Bridge Between Reading and Understanding, a five-day, expert-filled series that unpacked what really drives comprehension, from early decoding to middle school mastery.

Here’s a quick look at what you’ll learn when you watch—and a few ideas you can use right away.

Day 1: What Is Reading Comprehension, Anyway?

Speaker: Susan Lambert, Ed.D., Chief Academic Officer, Literacy, Amplify; Host of Science of Reading: The Podcast

“Reading comprehension is more than just language comprehension. It’s language comprehension on the page, which makes it much more complex.” — Susan Lambert, Ed.D.

If you ask ten teachers to define comprehension, you might get twelve answers. Lambert opened the week by grounding everyone in the Science of Reading, including the Simple View of Reading and the Reading Rope. Skilled reading, she reminded viewers, is the result of multiple strands—decoding, language comprehension, and knowledge—woven together over time.

The takeaway? The most effective approaches don’t teach comprehension strategies—such as “find the main idea”—in isolation. Rather, they connect word recognition to meaning through rich texts, conversation, and writing. Whether you’re teaching second-grade reading comprehension or sixth-grade reading comprehension, students need the same thing: a clear path from sounding out words to making sense of ideas.

Day 2: Comprehension and Knowledge Building: A Two-Way Street

Speakers: Sonia Cabell, Ph.D., Sigmon Endowed Professor of Reading Education, Florida State University

HyeJin Hwang, Ph.D., Assistant Professor, Department of Educational Psychology, University of Minnesota Twin Cities

“Better background knowledge leads to improved reading comprehension, which in turn enables readers to learn more from text, thereby building additional knowledge.” —HyeJin Hwang, Ph.D.

In their session, Sonia Cabell and HyeJin Hwang explored one of the clearest findings in reading research: Comprehension and knowledge develop together. Cabell began by explaining how comprehension (including oral language, background knowledge, vocabulary, syntax, and verbal reasoning) forms one of the essential strands of the Reading Rope.

Students can’t activate knowledge they don’t yet have. Teachers need to help them build it early, and intentionally. Cabell’s research found that integrating literacy and content instruction produced gains in vocabulary and content knowledge.

Likewise, Hwang’s two large-scale longitudinal studies showed that better knowledge instruction leads to better reading, which leads to even more knowledge. These findings held true across languages and grade levels, underscoring the universal value of content-rich instruction.

Classroom takeaways:

  • Plan literacy units around connected science or social studies topics to build coherent knowledge.
  • Use content-rich interactive read-alouds with discussion before, during, and after reading.
  • Ask inferential comprehension questions (“Why?” “How?”) that require students to connect ideas using their own words.
  • Encourage quick writing or drawing tasks that help students show what they’ve learned.

Day 3: Where and How to Measure Comprehension to Drive Improvement

Speakers: Danielle Damico, Ph.D., Executive Director of Learning Science, Amplify

Gina Biancarosa, Ed.D., Ann Swindells Chair in Education, University of Oregon

“Reading comprehension is both a process and a product.” —Danielle Damico, Ph.D.

Too often, comprehension is measured only as a finished product—how well students answer questions after reading—without revealing how they built understanding along the way. This session explored what comprehension actually involves: reading words accurately, understanding their meaning, applying background knowledge, and making inferences. As researcher Sharon Vaughn, Ph.D., has described, these interconnected skills all work together as students learn to read.

Biancarosa showed how looking at comprehension as a complex process helps teachers see student thinking in action. She described the major types of inferences—lexical, bridging, gap-filling, and causal—and the importance of understanding how students connect ideas and construct meaning.

Try this:

  • Treat comprehension as ongoing thinking, not a one-time test score.
  • Use brief think-alouds or class discussions to get a look at how students connect ideas.
  • Match assessments to the precise question you’re trying to answer.
  • Let assessment guide instruction—data should lead directly to next steps.

Day 4: Comprehension in Middle School: More Important Than Ever

Speaker: Deb Sabin, Chief Academic Officer, Amplify ELA

“Writing done right encodes knowledge. And discourse done right gets into the realm of higher-order thinking.” —Deb Sabin

By the time you’re teaching fourth-grade reading comprehension through sixth-grade reading comprehension, decoding should be automatic. At this stage, the upper strands of the Reading Rope—vocabulary, background knowledge, and syntax—move to the forefront. In this session, Deb Sabin highlighted how comprehension in middle school relies on academic knowledge, disciplinary vocabulary, and structured discourse—and how it truly blossoms when reading, writing, and speaking reinforce one another.

Classroom moves that help:

  • Pair writing with reading: Even short, text-based responses consolidate knowledge in long-term memory.
  • Use structured discussion (“accountable talk”), where students cite text evidence and build on one another’s ideas.
  • Center rich, grade-level texts that challenge thinking and vocabulary.

Speaker: Julie A. Van Dyke, Ph.D., Clinical Assistant Professor, Yale University Child Study Center; Research Scientist, Yale-UConn Haskins Global Literacy Hub

“Teach phonics for decoding. Teach syntax for understanding.” —Julie A. Van Dyke, Ph.D.

In the final presentation of the series, Julie Van Dyke explored an often-overlooked element of comprehension: syntax—the way words combine to create meaning. Van Dyke argued that syntax is to comprehension what phonics is to decoding.

She illustrated how the Science of Reading and the Reading Rope locate syntax within the language-comprehension strands—critical to understanding who did what to whom in complex sentences. Explicitly teaching sentence structure helps all learners, including multilingual/English learners, access higher-level meaning.

Simple practices can make a difference:

  • Have students paraphrase tricky sentences. (Starter question: “Who’s doing the action?”)
  • Pull strong sentences from your class texts to show how structure shapes meaning.
  • Encourage students to mirror those structures in their own writing.

What linked all five sessions together? The understanding that comprehension develops when teachers connect the code, the language, and the knowledge. Whether students are decoding in second grade or crafting essays in sixth, they thrive when we help them move from reading to understanding—step by step, strand by strand.

Watch all five on-demand recordings.

More to explore:

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Artificial intelligence at Amplify

Amplify is committed to using artificial intelligence (AI) capabilities transparently, safely, responsibly, and ethically to deliver tools and resources that continue to fulfill our purpose. We are also committed to aiding students, teachers, and our staff with the skills and understanding required to use AI technology effectively and fairly.

Thoughtful and intentional integration of AI technology supports Amplify’s purpose by extending teachers’ reach, saving them time, enhancing their understanding of each student, and providing new ways to engage students in powerful and rigorous learning experiences.

At the core of our work is our belief that these technologies, if used wisely, can support teachers in creating the kind of classroom experiences every student deserves—collaborative, interesting, and personalized.

Amplify’s AI principles

Governance and risk management: Amplify is developing and maintaining a governance and risk-management program aligned to EDSAFE AI Alliance’s S.A.F.E. Benchmarks Framework and the NIST AI Risk Management Framework, which includes internal policies and procedures to support compliance and safe and responsible use of AI. Amplify’s program guides the design, development, deployment, and overall implementation of AI in Amplify’s products and the tools used in Amplify’s operations. The governance program applies both to Amplify-developed capabilities and third-party development and integrations.

Amplify aligns to EDSAFE AI Alliance’s S.A.F.E. Benchmarks Framework as follows:

SAFETY: Uphold privacy, security, and reliability.
ACCOUNTABILITY: Be human-centered, responsive to human guidance, and transparent.
FAIRNESS AND TRANSPARENCY: Avoid creating or reinforcing unfair bias, and assess for impact.
EFFICACY: Be purposeful and rigorous.

Privacy and security: Amplify ensures that privacy protections are included by default in AI systems, including ensuring that data collection conforms to reasonable expectations and that only data strictly necessary for the specific context is collected, in conformance with our policies around the collection, use, and sharing of personal information. Amplify’s applications use student personal information solely for the purpose of performing the service, in alignment with Family Educational Rights and Privacy Act (FERPA) and applicable state law and district policies and contracts. In addition, Amplify monitors security risks specific to AI systems, including dataset poisoning, prompt injection, and adversarial attacks, and shores up resilience against attempts to alter use, behavior, or performance, or to compromise security properties. Read more about Amplify privacy and security programs.

AI in Amplify’s products and services

Amplify uses AI in our programs in ways that respond to the demonstrated needs of districts, teachers, and students and that meet our high standards for safety, accountability, fairness, and efficacy. Amplify has established an AI Center of Excellence, with AI scientists, engineers, product managers, and designers dedicated to establishing best practices and guiding development in key areas that meet these criteria. 

Some ways Amplify leverages AI in products and services:

Amplify ELA: Amplify ELA’s Automated Writing Evaluation (AWE) tools give teachers the ability to understand, track, and support student progress with key foundational skills, which are strong indicators of students’ analytic writing proficiency. Developed in conjunction with the Writing Prompts in Amplify ELA, AWE assesses student writing for Focus, Use of Evidence, and Conventions, providing critical feedback for teachers and data for Amplify’s writing reports.

Boost Reading: Students in grades K–5 may take the Boost Reading Benchmark Assessment to determine their placement in Boost when they first log in. Students receive a set of word recognition, fluency, and comprehension activities, supported by automatic speech recognition.

Boost Math: Personalized Learning activities feature Spark, a virtual tutor that uses text-to-speech to provide personalized, engaging support to help students build mastery. The tutor incorporates student numerical responses in its conversation, but does not use student personal information.

How asset-based assessments can revolutionize math instruction

A student writes in a notebook at a desk with a laptop, as her awesome teacher stands beside her. Both appear engaged in conversation about her academic struggles during ELA class.

Many of today’s math classrooms are facing a perfect storm: declining scores, widening learning gaps, and growing pressure on teachers to deliver solutions. According to the National Assessment of Educational Progress, students are experiencing the steepest drop in math scores since 1990. EdWeek Research Center reports that a persistent gap between educational theory and day-to-day practice is putting added stress on teachers, often leaving them to navigate complex pedagogical demands without adequate support.

So how can we provide both students and teachers with the tools they need to succeed? How can math assessments and math intervention programs provide real help and drive student progress—without piling on more work?

One promising answer lies in rethinking how we assess what students know.

Rethinking the role of math assessments

Traditional assessments tend to focus on correctness alone. Did the student get it right or wrong? How many points did they earn?

But this binary approach misses a lot. A skipped question could mean a tech hiccup or a moment of confusion—not a lack of understanding. A wrong answer might come at the end of otherwise solid problem-solving.

An asset-based assessment approach shifts the focus from mistakes to meaning. It looks beyond outcomes to understanding how students think—their strategies, reasoning, and partial understandings. And when teachers can see that thinking, they gain far more useful data to guide instruction and inform their math intervention program.

This approach doesn’t lower expectations—it raises the quality of insight and gives struggling students (and really all students) a better shot at meeting standards with instruction that’s tailored to their actual needs.

Honoring students’ thinking and teachers’ time

Every student thinks differently. Asset-based assessments help reveal individual thinking, often through short-answer or open-response formats that ask students to explain how they solved a problem.

But this shift isn’t just for students. Teachers can benefit enormously when assessments are designed to surface trends in student thinking. If 30% of a class misinterprets the same concept, that result reveals a teaching opportunity. Rather than reteach an entire unit, teachers can adjust with focused, targeted support. That means less time spent diagnosing, and more time actually helping.

And when technology in the math classroom makes this data easy to collect, analyze, and act on, teachers get a level of consistent insight that is not only helpful, but actionable.

From student performance to student performance + thinking

The ultimate goal of asset-based assessments isn’t to replace performance data—it’s to enhance it. Knowing how a student got to an answer (or why they didn’t) can make all the difference in determining what to do next.

Here’s an example involving a division problem:

A wooden table with four chairs is shown. Text explains each table seats 4, the art class has 33 students, and asks how many tables are needed—an example of using technology in the math classroom to boost student engagement.

When real students were given this problem, they responded with answers like:

  • 33/4 = 8.25, round up to 9 so all kids can sit!
  • 33/4 = 8 with a remainder of 1. She needs 8 tables.
  • 8 x 4 = 32, but 9 x 4 = 36. I don’t know if we can leave one student sitting lonely on the floor, though.

Traditional grading might stop at “correct” or “incorrect” for these responses. But when students are asked to explain their thinking, teachers can uncover a range of reasoning—from successful multiplication strategies to misunderstandings about remainders.

These glimpses into student thinking aren’t just informative—they’re transformative. They can illuminate the performance of students in a deeper, more actionable way. They can help teachers take smarter next steps, and they can help students feel understood, capable, and more like “math people” every day.

More to explore