Level K

Module 1: Counting and Cardinality

Topic A: Classify to Make Categories and Count

Lesson 1: Compare objects based on their attributes.	Connecting Cubes
Lesson 3: Classify objects into two categories and count.	Skye’s Style

Topic B: Answer How Many Questions with Up to 5 Objects

Lesson 3: Sort by Same Color

Matching Groups

Topic C: Write Numerals and Create Sets of Up to 5 Objects

Lesson 10: Count out a group of objects to match a numeral.

Designing Shoes with Skye

Topic E: Answer How Many Questions with Up to 10 Objects

Lesson 19: Organize, count, and represent a collection of objects.	Investigate: Cafeteria Math
Lesson 20: Count objects in 5-group and array configurations and match to a numeral.	Fingers as Math Tools
Lesson 23: Conserve number regardless of the order in which objects are counted.	Moving and Grooving

Module 2: Two- and Three- Dimensional Shapes

Topic A: Analyze and Name Two-Dimensional Shapes

Lesson 1: Find and describe attributes of flat shapes.	So Much Sorting
Lesson 2: Classify shapes as triangles or nontriangles.	What’s That Shape Called?
Lesson 3: Classify shapes as circles, hexagons, or neither.	What’s That Shape Called?
Lesson 4: Classify shapes as rectangles or nonrectangles, with square rectangles as a special case.	Another Shape

Module 3: Comparison

Topic C: Compare Sets Within 10

Lesson 12: Relate more and fewer to length.	More, Fewer, or the Same Forest Friends
Lesson 13: Compare sets by using more than, fewer than, and the same number as.	Fingers and Counters Comparing Words

Module 4: Composition and Decomposition

Topic A: Explore Composition and Decomposition

Lesson 1: Compose flat shapes and count the parts.	Investigate: Casey’s Town
Lesson 2: Decompose flat shapes and count the parts.	How Many Objects?
Lesson 3: Decompose a group to identify parts and total.	How Many Objects in Pictures?

Topic B: Record Composition and Decomposition

Lesson 5: Sort to decompose a number in more than one way.	How Will You Count?
Lesson 6: Decompose a number in more than one way and record.	Harry Explores the Ocean

Module 5: Addition and Subtraction

Topic A: Represent Addition

Lesson 1: Represent add to with result unknown story problems by using drawings and numbers.

What Does It Mean to Add?

Topic B: Represent Subtraction

Lesson 8: Understand taking away as a type of subtraction.

What Does It Mean to Subtract?

Topic C: Make Sense of Problems

Lesson 15: Identify the action in a problem to represent and solve it.

The Bus Depot

Level 1

Module 1: Counting, Comparison, and Addition

Topic A: Count and Compare with Data

Lesson 2: Organize and represent data to compare two categories.

Shapes Ying Saw

Module 2: Addition and Subtraction Relationships

Topic A: Reason About Take From Situations

Lesson 1: Represent result unknown problems and record as addition or subtraction number sentences.	Packing for a Picnic
Lesson 3: Subtract 1 or subtract 1 less than the total.	What’s the Difference? Leaping Lily Pads!

Topic B: Relate and Distinguish Addition and Subtraction

Lesson 5: Use the Read–Draw–Write process to solve result unknown problems.	Investigate: Let’s Grow!
Lesson 6: Represent and solve related addition and subtraction result unknown problems.	Tutu’s Garden in Maui
Lesson 7: Count on or count back to solve related addition and subtraction problems.	The Kalo Plants

Topic C: Find an Unknown Part in Change Unknown Problems

Lesson 8: Interpret and find an unknown change.	Replanting Huli
Lesson 11: Represent and solve take from with change unknown problems.	Helping Others A Community Working Together

Module 3: Properties of Operations to Make Easier Problems

Topic B: Make Easier Problems to Add

Lesson 9: Make ten with either addend.

Making 10 Kitten Coaster

Topic D: Reason about Ten as a Unit to Add or Subtract

Lesson 16: Identify ten as a unit.

Same Number, Different Ways

Module 5: Place Value Concepts to Compare, Add, and Subtract

Topic A: Grouping Units in Tens and Ones

Lesson 2: Count a collection and record the total in units of tens and ones.	Investigate: Game Points Meeting Yara
Lesson 4: Represent a number in multiple ways by trading 10 ones for a ten.	It’s a Match
Lesson 6: Add 10 or take 10 from a two-digit number.	How Many Cubes?

Topic D: Addition and Subtraction of Tens

Lesson 15: Count on and back by tens to add and subtract.	Boris’s Thimbles
Lesson 16: Use related single-digit facts to add and subtract multiples of ten.	How Many Tens?

Level 2

Module 1: Place Value Concepts Through Metric Measurement and Data · Place Value, Counting, and Comparing Within 1,000

Topic A: Representing Data to Solve Problems

Lesson 3: Use information presented in a bar graph to solve put together and take apart problems.	Exploring Within 10 Ways to Make 10
Lesson 4: Use information presented in a bar graph to solve compare problems.	Awesome Aquariums

Topic C: Estimate, Measure, and Compare Lengths

Lesson 12: Model and reason about the difference in length.

Lengths of Jungle Animals

Topic D: Solve Compare Problems by Using the Ruler as a Number Line

Lesson 15: Use a measuring tape as a number line to add efficiently.	Investigate: Where Am I? Time to Line Up! What’s That Number?
Lesson 17: Represent and solve comparison problems by using measurement contexts.	Greater Than, Less Than, or Equal to

Module 2: Addition and Subtraction Within 200

Topic A: Simplifying Strategies for Addition

Lesson 1: Reason about addition with four addends.

Investigate: Activities at the Block Party

Module 5: Money, Data, and Customary Measurement

Topic A: Problem Solving with Coins and Bills

Lesson 1: Organize, count, and represent a collection of coins.	Discovering Coins (Part 1) Discovering Coins (Part 2)
Lesson 2: Use the fewest number of coins to make a given value.	How Much Money?
Lesson 5: Use different strategies to make 1 dollar or to make change from 1 dollar.	The Toy Stand
Lesson 3: Solve one- and two-step word problems to find the total value of a group of coins.	The Craft Stand at the Block Party

Topic B: Use Customary Units to Measure and Estimate Length

Lesson 12: Identify unknown numbers on a number line by using the interval as a reference point.

In Full Bloom

Topic C: Use Measurement and Data to Solve Problems

Lesson 15: Use measurement data to create a line plot.	Messy Measurements
“Lesson 16: Create a line plot to represent data and ask and answer questions. 60 min	Bracelets and Wristbands

Level 3

Module 1: Multiplication and Division with Units of 2, 3, 4, 5, and 10

Topic A: Conceptual Understanding of Multiplication

Lesson 2: Interpret equal groups as multiplication.

Equal Groups

Topic C: Properties of Multiplication

Lesson 10: Demonstrate the commutative property of multiplication using a unit of 2 and the array model.

Arrays of Flavor

Topic D: Two Interpretations of Division

Lesson 15: Model division as an unknown factor problem.

It’s Chili in Here

Module 2: Place Value Concepts Through Metric Measurement

Topic A: Understanding Place Value Concepts Through Metric Measurement

Lesson 1: Connect the composition of 1 kilogram to the composition of 1 thousand.

Investigate: Create a Photo Gallery

Topic C: Simplifying Strategies to Find Sums and Differences

Lesson 13: Collect and represent data in a scaled bar graph and solve related problems.	Puppy Pile
Lesson 14: Use place value understanding to add and subtract like units.	Adding Your Way
Lesson 15: Use the associative property to make the next ten to add.	Panda Patterns
Lesson 16: Use compensation to add.	How Would You Solve It?

Topic D: Two- and Three-Digit Measurement Addition and Subtraction

Lesson 20: Add measurements using the standard algorithm to compose larger units once.	What is an Algorithm? Using Fewer Digits
Lesson 21: Add measurements using the standard algorithm to compose larger units twice.	Determining Sums of 2 or More Addends Adding Strategically

Module 3: Multiplication and Division with Units of 0, 1, 6, 7, 8, and 9

Topic B: Multiplication and Division Concepts with an Emphasis on the Unit of 7

Lesson 11: Use the break apart and distribute strategy to divide with units of 7.	Relating Quotients to Familiar Products
Lesson 12: Solve one-step word problems involving multiplication and division.	Division and Multiplication Equations

Module 4: Multiplication and Area

Topic A: Foundations for Understanding Area

Lesson 2: Recognize area as an attribute of polygons.	Investigate: Comparing Rugs Which Covers More Space?
Lesson 3: Tile polygons to find their areas.	Tiling Figures Area Hunt

Topic B: Concepts of Area Measurement

Lesson 6: Tile rectangles with squares to make arrays and relate the side lengths to area.	Rectangles and Arrays
Lesson 7: Draw rows and columns to complete a rectangular array and determine its area.	Area Hunt

Module 6: Geometry, Measurement, and Data

Topic D: Collecting and Displaying Dat

Lesson 23: Solve problems by creating scaled picture graphs and scaled bar graphs.

2, 5, or 10?

Level 4

Module 1: Place Value Concepts for Addition and Subtraction

Topic A: Multiplication as Multiplicative Comparison

Lesson 1: Interpret multiplication as multiplicative comparison.

How Does It Grow?

Module 2: Place Value Concepts for Multiplication and Division

Topic E: Factors and Multiples

Lesson 24: Recognize that a number is a multiple of each of its factors.	Hamster Homes Factor or Multiple?
Lesson 25: Explore properties of prime and composite numbers up to 100 by using multiples.	A Number Game

Module 4: Foundations for Fraction Operations

Lesson 1: Decompose whole numbers into a sum of unit fractions.

Lesson 1: Decompose whole numbers into a sum of unit fractions.	Investigate: Building Your Own Number Line
Lesson 3: Decompose fractions into a sum of fractions.	Math Pizzeria
Lesson 4: Represent fractions by using various fraction models.	Fraction Strips Chop It
Lesson 5: Rename fractions greater than 1 as mixed numbers.	All Kinds of Fractions

Topic D: Add and Subtract Fractions

Lesson 21: Solve addition and subtraction word problems and estimate the reasonableness of the answers.

Pizza Problems

Topic F: Repeated Addition of Fractions as Multiplication

Lesson 32: Multiply a fraction by a whole number by using the associative property.

Equal Groups of Fractions

Module 5: Place Value Concepts for Decimal Fractions

Topic A: Exploration of Tenths

Lesson 1: Organize, count, and represent a collection of money.	Investigate: Different Units
Lesson 3: Represent tenths as a place value unit.	A New Way to Write Tenths
Lesson 4: Write mixed numbers in decimal form with tenths.	A New Way to Write Tenths

Topic B: Tenths and Hundredths

Lesson 5: Decompose 1 one and express hundredths in fraction form and decimal form.	Are They Equivalent?
Lesson 6: Represent hundredths as a place value unit.	A New Way to Write Hundredths
Lesson 7: Write mixed numbers in decimal form with hundredths.	A New Way to Write Hundredths

Topic C: Comparison of Decimal Numbers

Lesson 10: Use pictorial representations to compare decimal numbers.	How Can You Compare?
Lesson 11: Compare and order decimal numbers.	Robot Factory What’s the Order?

Level 5

Module 1: Place Value Concepts for Multiplication and Division with Whole Numbers

Topic B: Multiplication of Whole Numbers

Lesson 8: Multiply two- and three-digit numbers by two-digit numbers by using the distributive property.	Partial Products Everywhere
Lesson 9: Multiply two- and three-digit numbers by two-digit numbers by using the standard algorithm.	How Do They Compare?

Topic C: Division of Whole Numbers

Lesson 15: Divide three-digit numbers by two-digit numbers in problems that result in two-digit quotients.

Emptying the Water Tank

Module 2: Addition and Subtraction with Fractions

Topic A: Fractions and Division

Lesson 1: Interpret a fraction as division.	Investigate: Sharing Sandwiches Sharing More Sandwiches Dance Breaks
Lesson 3: Represent fractions as division by using models.	Making Generalizations
Lesson 4: Solve word problems involving division and fractions.	Division Story Problems

Module 3: Multiplication and Division with Fractions

Topic B: Multiplication of Fractions

Lesson 7: Multiply fractions less than 1 by unit fractions pictorially.	Investigate: Folding Paper
Lesson 8: Multiply fractions less than 1 pictorially.	Parts of Parts One Part of One Part Rows and Columns
Lesson 9: Multiply fractions by unit fractions by making simpler problems.	Messy Multiplication
Lesson 10: Multiply fractions greater than 1 by fractions.	Making Food Installing Turf
Lesson 11: Multiply fractions.	Applying Fraction Multiplication Chores at Animal Haven The Re-size-inator

Module 5: Addition and Multiplication with Area and Volume

Topic C: Volume Concepts

Lesson 17: Find the volume of right rectangular prisms by packing with unit cubes and counting.	Which is Largest
Lesson 18: Find the volume of right rectangular prisms by packing with improvised units.	Packing the Barge

Topic D: Volume and the Operations of Multiplication and Addition

Lesson 25: Find the volumes of solid figures composed of right rectangular prisms.

Putting It Together Figures Made of Prisms

Level 6

Module 1: Ratios, Rates, and Percents

Topic A: Ratios

Lesson 2: Introduction to Ratios

Pizza Maker

Topic B: Collections of Equivalent Ratios

Lesson 6: Ratios Tables and Double Number Lines	Fruit Lab
Lesson 9: Multiplication Patterns in Ratio Relationships	Disaster Preparation

Topic D: Rates

Lesson 16: Speed	World Records
Lesson 17: Rates	Many Measurements Soft Serve
Lesson 18: Comparing Rates	Welcome to the Robot Factory
Lesson 19: Unit Rates to Convert Units	Model Trains More Soft Serve
Lesson 20: Solving Rate Problems	Lucky Duckies

Module 2: Operations with Fractions and Multi-Digit Numbers

Topic B: Dividing Fractions

Lesson 6: Dividing a Whole Number by a Fraction	Flour Planner
Lesson 8: Dividing Fractions by Making Common Denominators	Fill the Gap

Topic C: Dividing Fractions Fluently

Lesson 9: Dividing Fractions by Using Tape Diagrams

Puzzling Areas

Topic D: Decimal Addition, Subtraction, and Multiplication

Lesson 13: Decimal Addition and Subtraction	Dishing Out Decimals
Lesson 16: Applications of Decimal Operations	Decimal Diagrams and Algorithms

Topic F: Decimal Division

Lesson 21: Dividing a Decimals by a Whole Number	Movie Time
Lesson 22: Dividing a Decimal by a Decimal Greater than 1	Movie Time
Lesson 23: Dividing a Decimal by a Decimal Less than 1	Movie Time

Module 3: Rational Numbers

Topic A: Integers and Rational Numbers

Lesson 1: Positive and Negative Numbers	Can You Dig It?
Lesson 3: Rational Numbers	Order in the Class

Module 4: Expressions and One-Step Equations

Topic B: Expressions and Real-World Problems

Lesson 9: Addition and Subtraction Expressions from the Real-World

Subway Fares

Topic C: Equivalent Expressions Using the Properties of Operations

Lesson 13: The Distributive Property

Products and Sums

Topic D: Equations and Inequalities

Lesson 17: Equations and Solutions	Five Equations
Lesson 18: Inequalities and Solutions	Hanging It Up Tunnel Travels
Lesson 19: Solving Equations with Addition and Subtraction	Weight for It
Lesson 20: Solving Equations with Multiplication and Division	Hanging Around
Lesson 21: Solving Problems with Equations	Swap and Solve

Module 5: Area, Surface Area, and Volume

Topic A: Areas of Polygons

Lesson 1: The Area of a Parallelogram	Exploring Parallelograms, Part 1
Lesson 2: The Area of a Right Triangle	Off the Grid, Part 2
Lesson 3: The Area of a Triangle	Exploring Parallelograms, Part 2 Off the Grid, Part 1
Lesson 4: Areas of Triangles in Real-World Situations	Exploring Triangles

Topic B: Problem Solving with Area

Lesson 5: Perimeter and Area in the Coordinate Plane	Shapes on a Plane
Lesson 6: Problem Solving with Area in the Coordinate Plane	Letters
Lesson 7: Areas of Trapezoids and Other Polygons	Triangles and Parallelograms
Lesson 8: Areas of Composite Rigures in Real-World Situations	Pile of Polygons

Topic C: Nets and Surface Area

Lesson 12: From Nets to Surface Area

Renata’s Stickers

Module 6: Statistics

Topic A: Understanding Distributions

Lesson 2: Describing a Data Distribution	Hoops
Lesson 3: Creating a Dot Plot	Minimum Wage
Lesson 4: Creating a Histogram	The Plot Thickens

Topic B: Mean and Mean Absolute Deviation

Lesson 7: Using the Mean to Describe Center

Toy Cars

Level 7

Module 1: Ratios and Proportional Relationships

Topic A: Understanding Proportional Relationships

Lesson 1: An Experiment with Ratios and Rates	Paint
Lesson 2: Exploring Tables and Proportional Relationships	Two and Two
Lesson 4: Exploring Graphs of Proportional Relationships	DinoPops

Topic C: Scale Drawing and Proportional Relationships

Lesson 14: Extreme Bicycles	Scaling Machines
Lesson 15: Scale Drawing	Scaling Robots
Lesson 16: Using Scale Factor	Scale Factor Challenges
Lesson 17: Finding Actual Distances from Scale	Make it Scale
Lesson 18: Relating Areas of Scale Drawing	Tiles Will It Fit

Module 2: Operations with Rational Numbers

Topic A: Adding Rational Numbers

Lesson 2: Adding Integers

Floats and Anchors

Topic B: Subtracting Rational Numbers

Lesson 8: Subtracting Integers, Part 1	More Floats and Anchors
Lesson 10: Subtracting Rational Numbers, Part 1	Draw Your Own

Topic E: Numberical Expressions with Rational Numbers

Lesson 25: Writing and Evaluating Expressions with Rational Numbers

Integer Puzzles

Module 3: Expressions, Equations, and Inequalities

Topic A: Equivalent Expressions

Lesson 1: Equivalent Expressions

Collect the Squares

Topic B: Unknown Angle Measurements

Lesson 7: Angle Relationships and Unknown Angle Measures

Friendly Angles

Topic C: Solving Equations

Lesson 11: Dominoes and Dominoes

Keeping it True

Topic D: Inequalities

Lesson 18: Understanding Inequalities and Their Solutions	I Saw the Signs
Lesson 19: Using Equations to Solve Inequalities	Unbalanced Hangers
Lesson 20: Preserving and Reversing	Shira the Sheep
Lesson 21: Solving Two-Step Inequalities	Budgeting
Lesson 22: Solving Problems Involving Inequalities	Write Them and Solve Them

Module 4: Geometry

Topic A: Constructing Geometric Figures

Lesson 3: Side Lengths of a Triangle	Can You Build It
Lesson 4: Angles of a Triangle	Friendly Angles

Topic C: Circumference and Areas of Circles

Lesson 10: The Outside of a Cicle	Measuring Around
Lesson 11: The Inside of a Circle	Why Pi?
Lesson 14: Composite Figures with Circular Regions	Area Challenges

Module 5: Percent and Applications of Percent

Topic A: Proportion and Percent

Lesson 3: Percent as a Rate per 100	Mosaics
Lesson 4: Proportion and Percent	More and Less

Topic C: More of Less Than 100%

Lesson 10: Percent Increase

All the Equations

Topic D: Applications of Percent

Lesson 16: Markups and Discount	100%
Lesson 18: Simple Interest – Solving for Unknown Values	Percent Machines

Topic E: Problems Involving Percent

Lesson 20: Making Money, Day 1

Back in My Day

Module 6: Probability and Populations

Topic A: Calculating and Interpreting Probabilities

Lesson 2: Empirical Probability	How Likely
Lesson 4: Theoretical Probability	Prob-bear-bilities

Topic B: Estimating Probabilities

Lesson 7: The Law of Large Numbers

Is It Fair?

Topic C: Random Sampling

Lesson 11: Populations and Samples

Crab Island

Level 8

Module 1: Scientific Notation, Exponents, and Irrational Numbers

Topic A: Introduction to Scientific Notation

Lesson 2: Comparing Large Numbers	Specific and Scientific (formerly Solar System)
Lesson 4: Adding and Subtracting Numbers Written in Scientific Notation	Balance the Scale

Topic B: Properties and Definitions of Exponents

Lesson 6: More Properties of Exponents	Circles
Lesson 7: Making Sense of the Exponent 0	Power Pairs

Topic D: Perfect Squares, Perfect Cubes, and the Pythagorean Theorem

Lesson 18: The Pythagorean Theorem	Triangle Tracing Turtle
Lesson 19: Using the Pythagorean Theorem	Taco Truck
Lesson 23: Ordering Irrational Numbers	Root Down

Module 2: Rigid Motions and Congruent Figures

Topic A: Rigid Motion and Their Properties

Lesson 1: Motions in the Plane	Transformers Moving Day
Lesson 2: Translations	Spinning, Flipping, Sliding Moving Day
Lesson 4: Translations and Reflections on the Coordinate Plane	Getting Coordinated, Part 1
Lesson 6: Rotations on the Coordinate Plane	Getting Coordinated, Part 2

Topic B: Rigid Motions and Congruent Figures

Lesson 8: Sequencing the Rigid Motions

Transformation Golf

Topic C: Angle Relationships

Lesson 12: Lines Cut by a Transversal

Puzzling It Out

Module 3: Dilations and Similar Figures

Topic A: Dilations

Lesson 1: Exploring Dilations	Sketchy Dilations
Lesson 3: Reductions and More Enlargments	Dilation Mini Golf

Topic B: Properties of Dilations

Lesson 5: Figures and Dilations

Social Scavenger Hunt

Module 4: Linear Equations in One and Two Variables

Topic A: Linear Equations in One Variable

Lesson 3: Solving Linear Equations with Rational Coefficients

Equation Roundtable

Topic D: Slope of a Line

Lesson 16: Proportional Relationships and Slope	Turtle Time Trials
Lesson 17: Slopes of Rising Lines	Flags Ups and Downs
Lesson 18: Slopes of Falling Lines	Flags Water Cooler Ups and Downs

Topic E: Different Forms of a Linear Equation

Lesson 20: Slope-Intercept form of the Equation of a Line	Stacking Cups (Optional)
Lesson 21: Slopes and Parallel Lines	Translations

Module 5: Systems of Linear Equations

Topic A: Solving Systems of Linear Equations Graphically

Lesson 1: Solving Problems with Equations and Their Graphs

Make Them Balance

Topic B: Solving Systems of Linear Equations Algebraically

Lesson 6: Solving Systems of Linear Equations without Graphing

Line Zapper

Module 6: Functions and Bivariate Statistics

Topic A: Functions

Lesson 1: Motion and Speed	Turtle Crossing
Lesson 2: Definition of a Function	Guess My Rule

Topic B: Linear and Nonlinear Functions

Lesson 9: Increasing and Decreasing Functions

The Tortoise and the Hare

Topic C: Bivariate Numerical Data

Lesson 11: Scatter Plots	Robots Dapper Cats
Lesson 12: Patterns in Scatter Plots	Interpreting Scatter Plots
Lesson 13: Informally Fitting a Line to Data	Find the Fit (called Fit Fights in Desmos Math)
Lesson 14: Determining an Equation of a Line Fit to Data	Interpreting Slopes
Lesson 15: Linear Model	Animal Brains
Lesson 16: Using the Investigative Process	Scatter Plot City
Lesson 17: Analyzing the Modle	Scatter Plot City

Topic D: Bivariate Categorical Data

Lesson 18: Bivariate Categorical Data

Finding Associations

Topic E: Volume

Lesson 22: Volume of a Cylinder	Cylinders
Lesson 23: Volume of Cones	Cones

Algebra 1

Module 1: Expressions, Equations and Inequalities in One Variable

Lesson 1: The Growing Pattern of Ducks	More Visual Patterns
Lesson 8: Solution Sets for Equations and Inequalities in One Variable	Same Position
Lesson 9: Solving Linear Equations in One Variable	Working Backwards Solving Strategies
Lesson 12: Rearranging Formulas	Subway Seats Various Variables Shelley the Snail Five Representations
Lesson 13: Solving Linear Inequalities in One Variable	Pizza Delivery
Lesson 21: Describing Variability in a Univariate Distribution with Standard Deviation	Finding Desmo

Module 2: Equations and Inequalities in Two Variables

Lesson 1: Solution Sets of Linear Equations in Two Variables	Subway Seats Various Variables Shelley the Snail Five Representations
Lesson 6: Applications of Linear Equations and Inequalities	Subway Seats Various Variables Shelley the Snail Five Representations Pizza Delivery
Lesson 8: Systems of Linear Equations in Two Variables	Shape It Up Lizard Lines
Lesson 12: Solution Sets of Systems of Linear Inequalities	Quilts
Lesson 13: Graphing Solution Sets of Systems of Linear Inequalities	Seeking Solutions
Lesson 16: Using Lines to Model Bivariate Quantitative Data	City Data
Lesson 17: Modeling Relationships with a Line	Penguin Populations
Lesson 18: Calculating and Analyzing Residuals	Residual Fruit
Lesson 20: Interpreting Correlation	Correlation Coefficient How Hot Is It? City Slopes
Lesson 21: Analyzing Bivariate Quantitative Data	Behind the Headlines

Module 3: Functions and Their Representations

Lesson 7: Exploring Key Features of a Function and Its Graph	Craft-a-Graph
Lesson 17: Piecewise Linear Functions in Context	Pumpkin Prices

Module 4: Quadratic Functions

Topic A: Quadratic Functions and Their Graphs	Robot Launch
Lesson 1: Falling Objects	Quadratic Visual Patterns
Lesson 2: Projectile Motion	Stomp Rockets
Lesson 3: Analyzing Functions That Model Projectile Motion	Stomp Rockets in Space
Lesson 4: Graphs of Quadratic Functions	On the Fence Plenty of Parabolas
Lesson 5: Solving Equations that Contain Factored Expressions	Shooting Stars
Lesson 11: Graphing Quadratic Functions from Factored Form	Two for One Parabola Zapper
Lesson 14: Solving Quadratic Equations by Completing the Square	Square Tactic
Lesson 27: Search and Rescue Helicopter	City Data

Module 5: Linear and Exponential Functions

Topic A: Arithmetic and Geometric Sequences	More Visual Patterns Sequence Carnival
Lesson 8: Exponential Functions	Carlos’s Fish
Topic A: Arithmetic and Geometric Sequences	Sequence Carnival
Topic A: Arithmetic and Geometric Sequences	Revisiting Visual Patterns, Part 1
Lesson 18: Modeling Populations	Sorting Relationships
Lesson 20: Comparing Growth of Functions	Plane, Train, and Automobile Sorting Relationships

Module 6: Modeling with Functions

Topic A: Modeling Bivariate Quantitative Data	City Data
Topic B: Developing Models for Contexts	Detroit’s Population, Part 1 Detroit’s Population, Part 2

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 refresh videos

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.

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.

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:

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.

Principles for Educational Change Management

Whether you’re looking for transformative change in math, literacy, or science instruction, some essential principles apply across the board. As a teacher, administrator, or community leader, you’ll find these guiding principles can help you manage your new curriculum implementation and help each student reach their potential.

Leading instructional shifts across all disciplines

Make the shift to the Science of Reading.

Learn the key steps that will drive the success you need.

learn more

Change in math is different.

Managing change in math doesn’t have to mean starting over. It starts with a few simple shifts.

learn more

Be a science inspiration.

Intentional shifts help transform students into concerned global citizens ready to take on the world. Find out how.

learn more

Let data guide your transformation.

The right data at the right time is crucial in planning lasting instructional change. With specific metrics to guide your implementation, you’ll know exactly how to monitor your progress. Download our literacy assessment infographic as a model for the key data questions to ask at critical points in the school year.

Achieve implementation success.

Ready to navigate educational implementation with confidence? The following resources will help you discover practical strategies for decision-making, managing change, and engaging stakeholders.

Educational leaders share their success.

Find out how educational leaders have transformed their districts through successful implementation, revealing the commitment and strategic approach that led to real academic improvements.

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.

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.

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.

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.

Exploring the Science of Writing

Discover the captivating journey of writing with our new guide, Science of Writing: A Primer. This resource delves into the history of writing, highlights the crucial link between combining reading and writing instruction, and reveals why handwriting still matters in today’s digital world. Designed to complement CKLA 3rd Edition and our other literacy tools, this primer is set to become a trusted companion, just like those before it.

The science of teaching reading, coupled with the art of change management

Shifting to the Science of Reading isn’t just an overnight curriculum swap—it’s a profound culture change with multiple stages and stakeholders. We’ve helped educators succeed in that shift for years, and now we’re here to guide you every step of the way. Through each stage of implementation, our Change Management Playbook will help you mobilize your practice, process, and people to make the shift that matters most.

What is the Science of Reading?

Learning to read is not innate, but it can be taught—and science tells us how. The Science of Reading refers to the vast body of growing research that deconstructs how children learn to read, and the instructional practices that can get them there.

Reading fluency requires a complex combination of skills, taught explicitly and systematically. There are two main frameworks that can help us break it all down: The Simple View of Reading and Scarborough’s Rope.

Science of Reading starter kit for new teachers

New to the classroom? We’ve compiled a collection of resources and insights about the Science of Reading to help you acquire more knowledge and build confidence. You’ll find the tools, information, and support you need to foster successful readers and writers in your classroom this school year—and beyond.

The Simple View of Reading

The Simple View of Reading, formulated by Philip Gough and William Tunmer in 1986, is the theory that proficient reading requires two main components:

• Converting written words into speech, otherwise known as decoding.
• Understanding that speech, otherwise known as reading comprehension.

Why undertake this crucial change?

When we bring proven methods based on the Science of Reading into schools, we make sure kids are learning to read and help teachers and caregivers support a culture of reading. Together, we can solve the reading crisis and make literacy a reality everywhere.