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| Module 1: Expressions, Equations, and Inequalities in One Variable |
| Lesson 1: The Growing Pattern of Ducks |
| Lesson 2: The Commutative, Associative, and Distributive Properties |
| Lesson 3: Polynomial Expressions |
| Lesson 4: Adding and Subtracting Polynomial Expressions |
| Lesson 5: Multiplying Polynomial Expressions |
| Lesson 6: Polynomial Identities |
| Lesson 7: Printing Presses |
| Lesson 8: Solution Sets for Equations and Inequalities in One Variable |
| Lesson 9: Solve Linear Equations in One Variable |
| Lesson 10: Some Potential Dangers When Solving Equations (Optional) |
| Lesson 11: Writing and Solving Equations in One Variable |
| Lesson 12: Rearranging Formulas |
| Lesson 13: Solving Linear Inequalities in One Variable |
| Lesson 14: Solution Sets of Compound Statements |
| Lesson 15: Solving and Graphing Compound Inequalities |
| Lesson 16: Solving Absolute Value Equations |
| Lesson 17: Solving Absolute Value Inequalities |
| Lesson 18: Distributions and Their Shapes |
| Lesson 19: Describing the Center of a Distribution |
| Lesson 20: Using Center to Compare Data Distributions |
| Lesson 21: Describing Variability in a Univariate Distribution with Standard Deviation |
| Lesson 22: Estimating Variability in Data Distributions |
| Lesson 23: Comparing Distributions of Univariate Data |
| Module 2: Equations and Inequalities in Two Variables |
| Lesson 1: Solution Sets of Linear Equations in Two Variables |
| Lesson 2: Graphing Linear Equations in Two Variables |
| Lesson 3: Creating Linear Equations in Two Variables |
| Lesson 4: Solution Sets of Linear Inequalities in Two Variables |
| Lesson 5: Graphing Linear Inequalities in Two Variables |
| Lesson 6: Applications of Linear Equations and Inequalities |
| Lesson 7: Low-Flow Showerhead |
| Lesson 8: Systems of Linear Equations in Two Variables |
| Lesson 9: A New Way to Solve Systems |
| Lesson 10: The Elimination Method |
| Lesson 11: Applications of Systems of Equations |
| Lesson 12: Solution Sets of Systems of Linear Inequalities |
| Lesson 13: Graphing Solution Sets of Systems of Linear Inequalities |
| Lesson 14: Applications of Systems of Linear Inequalities |
| Lesson 15: Relationships between Quantitative Variables |
| Lesson 16: Using Lines to Model Bivariate Quantitative Data |
| Lesson 17: Modeling Relationships with a Line |
| Lesson 18: Calculating and Analyzing Residuals |
| Lesson 19: Analyzing Residuals |
| Lesson 20: Interpreting Correlation |
| Lesson 21: Analyzing Bivariate Quantitative Data |
| Lesson 22: Summarizing Bivariate Categorical Data with Two-Way Tables |
| Lesson 23: Bivariate Categorical Data and Conditional Relative Frequency Tables |
| Lesson 24: Conditional Relative Frequencies and Association |
| Module 3: Functions and Their Representations |
| Lesson 1: The Definition of a Function |
| Lesson 2: Representing, Naming, and Evaluating Functions |
| Lesson 3: The Graph of a Function |
| Lesson 4: The Graph of the Equation y = f(x) |
| Lesson 5: Using Pseudocode to Compare Graphs of Functions and Graphs of Equations (Optional) |
| Lesson 6: Representations of Functions |
| Lesson 7: Exploring Key Features of a Function and Its Graph |
| Lesson 8: Identifying Key Features of a Function and Its Graph |
| Lesson 9: Representing Functions from Verbal Descriptions |
| Lesson 10: Using Graphs to Solve Equations |
| Lesson 11: Comparing Functions |
| Lesson 12: Mars Curiosity Rover |
| Lesson 13: Modeling Elevation as a Function of Time |
| Lesson 14: Piecewise Linear Functions |
| Lesson 15: The Absolute Value Function |
| Lesson 16: Step Functions |
| Lesson 17: Piecewise Linear Functions in Context |
| Lesson 18: Exploring Transformations of the Graphs of Functions |
| Lesson 19: Building New Functions–Translations |
| Lesson 20: Building New Functions–Reflections |
| Lesson 21: Building New Functions–Vertical Scaling |
| Lesson 22: Building New Functions–Horizontal Scaling |
| Lesson 23: A Summary of Transforming the Graph of a Function |
| Module 4: Quadratic Functions |
| Lesson 1: Falling Objects |
| Lesson 2: Projectile Motion |
| Lesson 3: Analyzing Functions That Model Projectile Motion |
| Lesson 4: Graphs of Quadratic Functions |
| Lesson 5: Solving Equations That Contain Factored Expressions |
| Lesson 6: Solving Quadratic Equations by Factoring: Identities and Guess and Check |
| Lesson 7: Solving Quadratic Equations by Factoring: Splitting the Linear Term |
| Lesson 8: A Summary of Solving Quadratic Equations by Factoring |
| Lesson 9: Creating and Solving Equations in One Variable |
| Lesson 10: Zeros of Functions |
| Lesson 11: Graphing Quadratic Functions from Factored Form |
| Lesson 12: Using Symmetry to Graph Quadratic Functions from Standard Form |
| Lesson 13: Using Square Roots to Solve Quadratic Equations |
| Lesson 14: Solving Quadratic Equations by Completing the Square |
| Lesson 15: Deriving the Quadratic Formula |
| Lesson 16: Solving Quadratic Equations |
| Lesson 17: Rewriting Square Roots |
| Lesson 18: The Quadratic Formula and Zeros of a Function |
| Lesson 19: Transforming the Graphs of Quadratic Functions |
| Lesson 20: Art with Transformations (Optional) |
| Lesson 21: Completing the Square to Graph Quadratic Functions |
| Lesson 22: A Summary of Graphing Quadratic Functions |
| Lesson 23: Creating Equations of Quadratic Functions to Model Contexts |
| Lesson 24: Another Look at Systems of Equations |
| Lesson 25: Maximizing Area |
| Lesson 26: Modeling Data with Quadratic Functions |
| Lesson 27: Search and Rescue Helicopter |
| Module 5: Linear and Exponential Functions |
| Lesson 1: Exploring Patterns |
| Lesson 2: The Recursive Challenge |
| Lesson 3: Recursive Formulas for Sequences |
| Lesson 4: Explicit Formulas for Sequences |
| Lesson 5: Arithmetic and Geometric Sequences |
| Lesson 6: Representations of Arithmetic and Geometric Sequences |
| Lesson 7: Sierpinski Triangle (Optional) |
| Lesson 8: Exponential Functions |
| Lesson 9: Unit Fraction Exponents |
| Lesson 10: Rational Exponents |
| Lesson 11: Graphing Exponential Functions |
| Lesson 12: Using Transformations to Graph Exponential Functions (Bases Greater Than 1) |
| Lesson 13: Using Transformations to Graph Exponential Functions (Bases Between 0 and 1) |
| Lesson 14: Writing Equations for Exponential Functions From Tables or Graphs |
| Lesson 15: Calculating Interest |
| Lesson 16: Exponential Growth |
| Lesson 17: Exponential Decay |
| Lesson 18: Modeling Populations |
| Lesson 19: Analyzing Exponential Growth |
| Lesson 20: Comparing Growth of Functions |
| Lesson 21: World Population Prediction |
| Lesson 22: A Closer Look at Populations |
| Lesson 23: Modeling the Temperature of Objects Cooling Over Time |
| Lesson 24: Modeling an Invasive Species Population |
| Module 6: Modeling with Functions |
| Lesson 1: Analyzing Paint Splatters |
| Lesson 2: Using Residual Plots to Select Models for Data |
| Lesson 3: Populations of US Cities |
| Lesson 4: The Deal |
| Lesson 5: Solar System Models |
| Lesson 6: Designing a Fundraiser |
| Lesson 7: World Record Doughnut |