1	Module 1 Quantitative Reasoning
1.1:  Solving Equations		1. Properties of equality 2. Solve two-step linear equations 3. Solve one-step and two-step linear equations: word problems Also consider: • Model and solve linear equations using algebra tiles
1.1:  Solving Equations
1. Properties of equality 2. Solve two-step linear equations 3. Solve one-step and two-step linear equations: word problems Also consider: • Model and solve linear equations using algebra tiles
1.2:  Modeling Quantities		1. Solve proportions: word problems 2. Multi-step problems with unit conversions 3. Graph proportional relationships using unit rates Also consider: • Scale drawings: word problems • Solve proportions • Convert between customary and metric systems • Convert rates and measurements
1.2:  Modeling Quantities
1. Solve proportions: word problems 2. Multi-step problems with unit conversions 3. Graph proportional relationships using unit rates Also consider: • Scale drawings: word problems • Solve proportions • Convert between customary and metric systems • Convert rates and measurements
1.3:  Reporting with Precision and Accuracy		1. Precision Also consider: • Minimum and maximum area and volume
1.3:  Reporting with Precision and Accuracy
1. Precision Also consider: • Minimum and maximum area and volume

2	Module 2 Algebraic Models
2.1:  Modeling with Expressions		1. Identify terms and coefficients 2. Write variable expressions: word problems Also consider: • Write variable expressions • Sort factors of variable expressions • Identify equivalent linear expressions: word problems
2.1:  Modeling with Expressions
1. Identify terms and coefficients 2. Write variable expressions: word problems Also consider: • Write variable expressions • Sort factors of variable expressions • Identify equivalent linear expressions: word problems
2.2:  Creating and Solving Equations		1. Write variable equations 2. Solve linear equations: mixed review 3. Solve linear equations with variables on both sides: word problems Also consider: • Solve linear equations with variables on one side • Solve linear equations with variables on both sides • Solve linear equations: complete the solution • Weighted averages: word problems
2.2:  Creating and Solving Equations
1. Write variable equations 2. Solve linear equations: mixed review 3. Solve linear equations with variables on both sides: word problems Also consider: • Solve linear equations with variables on one side • Solve linear equations with variables on both sides • Solve linear equations: complete the solution • Weighted averages: word problems
2.3:  Solving for a Variable		1. Rearrange multi-variable equations Also consider: • Rate of travel: word problems
2.3:  Solving for a Variable
1. Rearrange multi-variable equations Also consider: • Rate of travel: word problems
2.4:  Creating and solving Inequalities		1. Solve advanced linear inequalities Also consider: • Identify solutions to inequalities • Solve two-step linear inequalities
2.4:  Creating and solving Inequalities
1. Solve advanced linear inequalities Also consider: • Identify solutions to inequalities • Solve two-step linear inequalities
Checkpoint opportunity		Modules 1–2 1. Checkpoint: Solve linear equations and inequalities
Checkpoint opportunity
Modules 1–2 1. Checkpoint: Solve linear equations and inequalities

3	Module 3 Functions and Models
3.1:  Graphing Relationships		1. Identify graphs: word problems
3.1:  Graphing Relationships
1. Identify graphs: word problems
3.2:  Understanding Relations and Functions		1. Relations: convert between tables, graphs, mappings, and lists of points 2. Domain and range of relations 3. Identify functions 4. Identify functions: vertical line test
3.2:  Understanding Relations and Functions
1. Relations: convert between tables, graphs, mappings, and lists of points 2. Domain and range of relations 3. Identify functions 4. Identify functions: vertical line test
3.3:  Modeling with Functions		1. Identify independent and dependent variables 2. Evaluate a linear function 3. Domain and range of linear functions: word problems Also consider: • Interpret functions using everyday language • Write linear equations: word problems
3.3:  Modeling with Functions
1. Identify independent and dependent variables 2. Evaluate a linear function 3. Domain and range of linear functions: word problems Also consider: • Interpret functions using everyday language • Write linear equations: word problems
3.4:  Graphing Functions		1. Complete a table and graph a linear function 2. Complete a function table from a graph 3. Evaluate a linear function from its graph: word problems Also consider: • Relate the graph of a linear equation to its solutions • Complete a function table: quadratic functions
3.4:  Graphing Functions
1. Complete a table and graph a linear function 2. Complete a function table from a graph 3. Evaluate a linear function from its graph: word problems Also consider: • Relate the graph of a linear equation to its solutions • Complete a function table: quadratic functions

4	Module 4 Patterns and Sequences
4.1:  Identifying and Graphing Sequences		1. Evaluate formulas for number sequences: function notation 2. Evaluate recursive formulas for sequences: function notation Also consider: • Identify a sequence as explicit or recursive: function notation
4.1:  Identifying and Graphing Sequences
1. Evaluate formulas for number sequences: function notation 2. Evaluate recursive formulas for sequences: function notation Also consider: • Identify a sequence as explicit or recursive: function notation
4.2:  Constructing Arithmetic Sequences		1. Write formulas for arithmetic sequences: function notation 2. Write recursive formulas for arithmetic sequences: function notation Also consider: • Convert between explicit and recursive formulas for arithmetic sequences: function notation • Arithmetic sequences
4.2:  Constructing Arithmetic Sequences
1. Write formulas for arithmetic sequences: function notation 2. Write recursive formulas for arithmetic sequences: function notation Also consider: • Convert between explicit and recursive formulas for arithmetic sequences: function notation • Arithmetic sequences
4.3:  Modeling with Arithmetic Sequences
4.3:  Modeling with Arithmetic Sequences

5	Module 5 Linear Functions
5.1:  Understanding Linear Functions		1. Identify linear functions from graphs and equations 2. Identify linear functions from tables Also consider: • Linear functions over unit intervals
5.1:  Understanding Linear Functions
1. Identify linear functions from graphs and equations 2. Identify linear functions from tables Also consider: • Linear functions over unit intervals
5.2:  Using Intercepts		1. Standard form: find x- and y-intercepts 2. Standard form: graph a line from an equation
5.2:  Using Intercepts
1. Standard form: find x- and y-intercepts 2. Standard form: graph a line from an equation
5.3:  Interpreting Rate of Change and Slope		1. Find the slope of a graph 2. Find the slope from two points 3. Find the slope from a table 4. Interpret the slope and y-intercept of a linear function Also consider: • Rate of change: tables • Rate of change: graphs
5.3:  Interpreting Rate of Change and Slope
1. Find the slope of a graph 2. Find the slope from two points 3. Find the slope from a table 4. Interpret the slope and y-intercept of a linear function Also consider: • Rate of change: tables • Rate of change: graphs
5.4:  Direct Variation		1. Identify direct variation 2. Find the constant of variation 3. Write and solve direct variation equations Also consider: • Write direct variation equations • Graph a proportional relationship
5.4:  Direct Variation
1. Identify direct variation 2. Find the constant of variation 3. Write and solve direct variation equations Also consider: • Write direct variation equations • Graph a proportional relationship

6	Module 6 Forms of Linear Equations
6.1:  Slope-Intercept Form		1. Slope-intercept form: write an equation 2. Slope-intercept form: graph an equation 3. Write a linear function: word problems Also consider: • Slope-intercept form: write an equation from a graph • Slope-intercept form: find the slope and y-intercept • Linear equations in standard form: solve for y
6.1:  Slope-Intercept Form
1. Slope-intercept form: write an equation 2. Slope-intercept form: graph an equation 3. Write a linear function: word problems Also consider: • Slope-intercept form: write an equation from a graph • Slope-intercept form: find the slope and y-intercept • Linear equations in standard form: solve for y
6.2:  Point-Slope Form		1. Point-slope form: write an equation Also consider: • Point-slope form: graph an equation • Point-slope form: write an equation from a graph
6.2:  Point-Slope Form
1. Point-slope form: write an equation Also consider: • Point-slope form: graph an equation • Point-slope form: write an equation from a graph
6.3:  Standard Form		1. Write linear equations in standard form Also consider: • Find the slope and intercepts from an equation
6.3:  Standard Form
1. Write linear equations in standard form Also consider: • Find the slope and intercepts from an equation
6.4:  Transforming Linear Functions		1. Transformations of linear functions
6.4:  Transforming Linear Functions
1. Transformations of linear functions
6.5:  Comparing Properties of Linear Functions		1. Compare linear functions: tables, graphs, and equations • Coming soon: Compare linear functions: word problems
6.5:  Comparing Properties of Linear Functions
1. Compare linear functions: tables, graphs, and equations • Coming soon: Compare linear functions: word problems
Checkpoint opportunity		Modules 3–6 1. Checkpoint: Linear equations 2. Checkpoint: Slope and rate of change 3. Checkpoint: Graphs and transformations of linear functions
Checkpoint opportunity
Modules 3–6 1. Checkpoint: Linear equations 2. Checkpoint: Slope and rate of change 3. Checkpoint: Graphs and transformations of linear functions

7	Module 7 Linear Equations and Inequalities
7.1:  Parallel and Perpendicular Lines		1. Slopes of parallel and perpendicular lines 2. Write an equation for a parallel or perpendicular line Also consider: • Equations of horizontal and vertical lines
7.1:  Parallel and Perpendicular Lines
1. Slopes of parallel and perpendicular lines 2. Write an equation for a parallel or perpendicular line Also consider: • Equations of horizontal and vertical lines
7.2:  Using Functions to Solve One-Variable Equations
7.2:  Using Functions to Solve One-Variable Equations
7.3:  Linear Inequalities in Two Variables		1. Graph a two-variable linear inequality 2. Write two-variable inequalities: word problems 3. Write a linear inequality from a graph Also consider: • Does (x, y) satisfy the inequality? • Linear inequalities: solve for y
7.3:  Linear Inequalities in Two Variables
1. Graph a two-variable linear inequality 2. Write two-variable inequalities: word problems 3. Write a linear inequality from a graph Also consider: • Does (x, y) satisfy the inequality? • Linear inequalities: solve for y
Checkpoint opportunity		1. Checkpoint: Parallel and perpendicular lines 2. Checkpoint: Linear inequalities
Checkpoint opportunity
1. Checkpoint: Parallel and perpendicular lines 2. Checkpoint: Linear inequalities

8	Module 8 Linear Modeling and Regression
8.1:  Scatter Plots and Trend Lines		1. Match correlation coefficients to scatter plots 2. Write equations for lines of best fit 3. Interpret lines of best fit: word problems 4. Correlation and causation Also consider: • Identify trends with scatter plots
8.1:  Scatter Plots and Trend Lines
1. Match correlation coefficients to scatter plots 2. Write equations for lines of best fit 3. Interpret lines of best fit: word problems 4. Correlation and causation Also consider: • Identify trends with scatter plots
8.2:  Fitting a Linear Model to Data		1. Analyze a regression line of a data set 2. Calculate correlation coefficients
8.2:  Fitting a Linear Model to Data
1. Analyze a regression line of a data set 2. Calculate correlation coefficients
Checkpoint opportunity		1. Checkpoint: Linear modeling
Checkpoint opportunity
1. Checkpoint: Linear modeling

9	Module 9 Solving Systems of Linear Functions
9.1:  Solving Linear Systems by Graphing		1. Solve a system of equations by graphing 2. Classify a system of equations by graphing 3. Solve a system of equations by graphing: word problems Also consider: • Find the number of solutions to a system of equations by graphing • Is (x, y) a solution to the system of equations?
9.1:  Solving Linear Systems by Graphing
1. Solve a system of equations by graphing 2. Classify a system of equations by graphing 3. Solve a system of equations by graphing: word problems Also consider: • Find the number of solutions to a system of equations by graphing • Is (x, y) a solution to the system of equations?
9.2:  Solving Linear Systems by Substitution		1. Solve a system of equations using substitution 2. Solve a system of equations using substitution: word problems Also consider: • Find the number of solutions to a system of equations • Classify a system of equations
9.2:  Solving Linear Systems by Substitution
1. Solve a system of equations using substitution 2. Solve a system of equations using substitution: word problems Also consider: • Find the number of solutions to a system of equations • Classify a system of equations
9.3:  Solving Linear Systems by Adding or Subtracting		1. Solve a system of equations by adding or subtracting
9.3:  Solving Linear Systems by Adding or Subtracting
1. Solve a system of equations by adding or subtracting
9.4:  Solving Linear Systems by Multiplying First		1. Solve a system of equations using elimination 2. Solve a system of equations using elimination: word problems Also consider: • Solve a system of equations using any method
9.4:  Solving Linear Systems by Multiplying First
1. Solve a system of equations using elimination 2. Solve a system of equations using elimination: word problems Also consider: • Solve a system of equations using any method

10	Module 10 Modeling with Linear Systems
10.1:  Creating Systems of Linear Equations		1. Write a system of equations given a graph
10.1:  Creating Systems of Linear Equations
1. Write a system of equations given a graph
10.2:  Graphing Systems of Linear Inequalities		1. Is (x, y) a solution to the system of linear inequalities? 2. Solve systems of linear inequalities by graphing
10.2:  Graphing Systems of Linear Inequalities
1. Is (x, y) a solution to the system of linear inequalities? 2. Solve systems of linear inequalities by graphing
10.3:  Modeling with Linear Systems		1. Solve a system of equations using any method: word problems
10.3:  Modeling with Linear Systems
1. Solve a system of equations using any method: word problems
Checkpoint opportunity		Modules 9–10 1. Checkpoint: Systems of equations and inequalities
Checkpoint opportunity
Modules 9–10 1. Checkpoint: Systems of equations and inequalities

11	Module 11 Rational Exponents and Radicals
11.1:  Understanding Rational Exponents and Radicals		1. Negative exponents 2. Convert between rational exponents and radicals 3. Evaluate integers raised to rational exponents Also consider: • Powers with integer bases • Powers with decimal and fractional bases
11.1:  Understanding Rational Exponents and Radicals
1. Negative exponents 2. Convert between rational exponents and radicals 3. Evaluate integers raised to rational exponents Also consider: • Powers with integer bases • Powers with decimal and fractional bases
11.2:  Simplifying Expressions with Rational Exponents		1. Properties of operations on rational and irrational numbers 2. Power rule with rational exponents 3. Simplify expressions involving rational exponents Also consider: • Identify equivalent exponential expressions I • Identify equivalent exponential expressions II • Multiply radical expressions • Simplify radical expressions: mixed review
11.2:  Simplifying Expressions with Rational Exponents
1. Properties of operations on rational and irrational numbers 2. Power rule with rational exponents 3. Simplify expressions involving rational exponents Also consider: • Identify equivalent exponential expressions I • Identify equivalent exponential expressions II • Multiply radical expressions • Simplify radical expressions: mixed review
Checkpoint opportunity		1. Checkpoint: Exponents and radicals
Checkpoint opportunity
1. Checkpoint: Exponents and radicals

12	Module 12 Geometric Sequences and Exponential Functions
12.1:  Understanding Geometric Sequences		1. Identify arithmetic and geometric sequences 2. Geometric sequences
12.1:  Understanding Geometric Sequences
1. Identify arithmetic and geometric sequences 2. Geometric sequences
12.2:  Constructing Geometric Sequences		1. Write formulas for geometric sequences: function notation 2. Write recursive formulas for geometric sequences: function notation Also consider: • Convert between explicit and recursive formulas for geometric sequences: function notation
12.2:  Constructing Geometric Sequences
1. Write formulas for geometric sequences: function notation 2. Write recursive formulas for geometric sequences: function notation Also consider: • Convert between explicit and recursive formulas for geometric sequences: function notation
12.3:  Constructing Exponential Functions		1. Evaluate an exponential function 2. Write exponential functions from tables and graphs 3. Write exponential functions: word problems
12.3:  Constructing Exponential Functions
1. Evaluate an exponential function 2. Write exponential functions from tables and graphs 3. Write exponential functions: word problems
12.4:  Graphing Exponential Functions		1. Graph exponential functions 2. Match exponential functions and graphs I 3. Domain and range of exponential functions: equations
12.4:  Graphing Exponential Functions
1. Graph exponential functions 2. Match exponential functions and graphs I 3. Domain and range of exponential functions: equations
Checkpoint opportunity		Modules 3–12 1. Checkpoint: Sequences 2. Checkpoint: Function concepts
Checkpoint opportunity
Modules 3–12 1. Checkpoint: Sequences 2. Checkpoint: Function concepts

13	Module 13 Exponential Equations and Models
13.1:  Using Graphs and Properties to Solve Equations with Exponents		1. Solve exponential equations by rewriting the base Also consider: • Compound interest: word problems
13.1:  Using Graphs and Properties to Solve Equations with Exponents
1. Solve exponential equations by rewriting the base Also consider: • Compound interest: word problems
13.2:  Modeling Exponential Growth and Decay		1. Exponential growth and decay: word problems Also consider: • Domain and range of exponential functions: graphs
13.2:  Modeling Exponential Growth and Decay
1. Exponential growth and decay: word problems Also consider: • Domain and range of exponential functions: graphs
13.3:  Using Exponential Regression Models		1. Exponential regression
13.3:  Using Exponential Regression Models
1. Exponential regression
13.4:  Comparing Linear and Exponential Models		1. Write linear and exponential functions: word problems 2. Compare linear and exponential growth Also consider: • Write linear and exponential functions from tables • Describe linear and exponential growth and decay
13.4:  Comparing Linear and Exponential Models
1. Write linear and exponential functions: word problems 2. Compare linear and exponential growth Also consider: • Write linear and exponential functions from tables • Describe linear and exponential growth and decay
Checkpoint opportunity		Modules 12–13 1. Checkpoint: Exponential functions
Checkpoint opportunity
Modules 12–13 1. Checkpoint: Exponential functions

14	Module 14 Adding and Subtracting Polynomials
14.1:  Understanding Polynomial Expressions		1. Identify monomials 2. Polynomial vocabulary 3. Combine like terms of polynomial expressions
14.1:  Understanding Polynomial Expressions
1. Identify monomials 2. Polynomial vocabulary 3. Combine like terms of polynomial expressions
14.2:  Adding Polynomial Expressions		1. Add polynomials using algebra tiles 2. Add polynomials Also consider: • Model polynomials with algebra tiles • Add polynomials to find perimeter
14.2:  Adding Polynomial Expressions
1. Add polynomials using algebra tiles 2. Add polynomials Also consider: • Model polynomials with algebra tiles • Add polynomials to find perimeter
14.3:  Subtracting Polynomial Expressions		1. Subtract polynomials using algebra tiles 2. Subtract polynomials Also consider: • Add and subtract functions
14.3:  Subtracting Polynomial Expressions
1. Subtract polynomials using algebra tiles 2. Subtract polynomials Also consider: • Add and subtract functions

15	Module 15 Multiplying and Dividing Polynomials
15.1:  Multiplying Polynomial Expressions by Monomials		1. Simplify exponential expressions using the multiplication rule 2. Multiply a polynomial by a monomial
15.1:  Multiplying Polynomial Expressions by Monomials
1. Simplify exponential expressions using the multiplication rule 2. Multiply a polynomial by a monomial
15.2:  Multiplying Polynomial Expressions		1. Multiply two binomials using algebra tiles 2. Multiply two binomials 3. Multiply polynomials Also consider: • Multiply polynomials to find area • Multiply polynomials using area models
15.2:  Multiplying Polynomial Expressions
1. Multiply two binomials using algebra tiles 2. Multiply two binomials 3. Multiply polynomials Also consider: • Multiply polynomials to find area • Multiply polynomials using area models
15.3:  Special Products of Binomials		1. Multiply two binomials: special cases Also consider: • Multiply functions
15.3:  Special Products of Binomials
1. Multiply two binomials: special cases Also consider: • Multiply functions
15.4:  Dividing Polynomial Expressions		1. Divide polynomials by monomials 2. Divide polynomials using long division
15.4:  Dividing Polynomial Expressions
1. Divide polynomials by monomials 2. Divide polynomials using long division

16	Module 16 Graphing Quadratic Functions
16.1:  Understanding Quadratic Functions		1. Introduction to graphing quadratic functions Also consider: • Domain and range of quadratic functions: graphs
16.1:  Understanding Quadratic Functions
1. Introduction to graphing quadratic functions Also consider: • Domain and range of quadratic functions: graphs
16.2:  Transforming Quadratic Functions		1. Transformations of quadratic functions 2. Graph quadratic functions in vertex form 3. Characteristics of quadratic functions: graphs Also consider: • Domain and range of quadratic functions: equations • Function transformation rules
16.2:  Transforming Quadratic Functions
1. Transformations of quadratic functions 2. Graph quadratic functions in vertex form 3. Characteristics of quadratic functions: graphs Also consider: • Domain and range of quadratic functions: equations • Function transformation rules
16.3:  Interpreting Vertex Form and Standard Form		1. Characteristics of quadratic functions: equations 2. Write a quadratic function in vertex form from its vertex and another point Also consider: • Match quadratic functions and graphs
16.3:  Interpreting Vertex Form and Standard Form
1. Characteristics of quadratic functions: equations 2. Write a quadratic function in vertex form from its vertex and another point Also consider: • Match quadratic functions and graphs

17	Module 17 Connecting Intercepts, Zeros, and Factors
17.1:  Connecting Intercepts and Zeros		1. Graph quadratic functions in standard form
17.1:  Connecting Intercepts and Zeros
1. Graph quadratic functions in standard form
17.2:  Connecting Intercepts and Linear Factors		1. Use zeros to match quadratic functions and graphs 2. Write a quadratic function from its zeros
17.2:  Connecting Intercepts and Linear Factors
1. Use zeros to match quadratic functions and graphs 2. Write a quadratic function from its zeros
17.3:  Applying the Zero Product Property to Solve Equations		1. Solve a quadratic equation using the zero product property Also consider: • Interpret parts of quadratic expressions: word problems
17.3:  Applying the Zero Product Property to Solve Equations
1. Solve a quadratic equation using the zero product property Also consider: • Interpret parts of quadratic expressions: word problems

18	Module 18 Using Factors to Solve Quadratic Equations
18.1:  Solving Equations by Factoring x2 + bx + c		1. Factor quadratics with leading coefficient 1 2. Solve quadratic equations by factoring: leading coefficient 1
18.1:  Solving Equations by Factoring x2 + bx + c
1. Factor quadratics with leading coefficient 1 2. Solve quadratic equations by factoring: leading coefficient 1
18.2:  Solving Equations by Factoring ax2 + bx + c		1. Factor quadratics with other leading coefficients 2. Solve quadratic equations by factoring: other leading coefficients Also consider: • Factor quadratics using algebra tiles • Factor out a monomial
18.2:  Solving Equations by Factoring ax2 + bx + c
1. Factor quadratics with other leading coefficients 2. Solve quadratic equations by factoring: other leading coefficients Also consider: • Factor quadratics using algebra tiles • Factor out a monomial
18.3:  Using Special Factors to Solve Equations		1. Factor quadratics: special cases 2. Solve quadratic equations by factoring: perfect squares 3. Solve quadratic equations by factoring: differences of squares Also consider: • Solve a quadratic equation by factoring • Factor by grouping • Factor using a quadratic pattern
18.3:  Using Special Factors to Solve Equations
1. Factor quadratics: special cases 2. Solve quadratic equations by factoring: perfect squares 3. Solve quadratic equations by factoring: differences of squares Also consider: • Solve a quadratic equation by factoring • Factor by grouping • Factor using a quadratic pattern
Checkpoint opportunity		Modules 14–18 1. Checkpoint: Polynomial operations 2. Checkpoint: Graphs and transformations of quadratic functions
Checkpoint opportunity
Modules 14–18 1. Checkpoint: Polynomial operations 2. Checkpoint: Graphs and transformations of quadratic functions

19	Module 19 Using Square Roots to Solve Quadratic Equations
19.1:  Solving Equations by Taking Square Roots		1. Solve a quadratic equation using square roots Also consider: • Square roots
19.1:  Solving Equations by Taking Square Roots
1. Solve a quadratic equation using square roots Also consider: • Square roots
19.2:  Solving Equations by Completing the Square		1. Complete the square 2. Solve a quadratic equation by completing the square Also consider: • Write a quadratic function in vertex form
19.2:  Solving Equations by Completing the Square
1. Complete the square 2. Solve a quadratic equation by completing the square Also consider: • Write a quadratic function in vertex form
19.3:  Using the Quadratic Formula to Solve Equations		1. Using the discriminant 2. Solve a quadratic equation using the quadratic formula
19.3:  Using the Quadratic Formula to Solve Equations
1. Using the discriminant 2. Solve a quadratic equation using the quadratic formula
19.4:  Choosing a Method for Solving Quadratic Equations		1. Solve quadratic equations: word problems
19.4:  Choosing a Method for Solving Quadratic Equations
1. Solve quadratic equations: word problems
Checkpoint opportunity		Modules 18–19 1. Checkpoint: Solve quadratic equations
Checkpoint opportunity
Modules 18–19 1. Checkpoint: Solve quadratic equations

20	Module 20 Linear, Exponential, and Quadratic Models
20.1:  Modeling with Quadratic Functions
20.1:  Modeling with Quadratic Functions
20.2:  Comparing Linear, Exponential, and Quadratic Models		1. Compare linear, exponential, and quadratic growth Also consider: • Write linear, quadratic, and exponential functions from tables • Identify linear, quadratic, and exponential functions from graphs • Identify linear, quadratic, and exponential functions from tables
20.2:  Comparing Linear, Exponential, and Quadratic Models
1. Compare linear, exponential, and quadratic growth Also consider: • Write linear, quadratic, and exponential functions from tables • Identify linear, quadratic, and exponential functions from graphs • Identify linear, quadratic, and exponential functions from tables
Checkpoint opportunity		Modules 16–20 1. Checkpoint: Write quadratic functions
Checkpoint opportunity
Modules 16–20 1. Checkpoint: Write quadratic functions

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