1	Chapter 1 Investigations and Functions
Section 1.1
1.1.1:  Solving Puzzles in Teams		Evaluate variable expressions 1. Evaluate variable expressions involving integers 2. Evaluate variable expressions involving rational numbers Evaluate functions 3. Evaluate functions Graph linear functions 4. Graph a linear function
1.1.1:  Solving Puzzles in Teams
Evaluate variable expressions 1. Evaluate variable expressions involving integers 2. Evaluate variable expressions involving rational numbers Evaluate functions 3. Evaluate functions Graph linear functions 4. Graph a linear function
1.1.2:  Using a Graphing Calculator to Explore a Function		1. Complete a table for a function graph
1.1.2:  Using a Graphing Calculator to Explore a Function
1. Complete a table for a function graph
1.1.3:  Domain and Range		Domain and range of discrete relations 1. Domain and range Domain and range of functions 2. Domain and range of absolute value functions: graphs 3. Domain and range of polynomials 4. Domain and range of radical functions 5. Domain and range of logarithmic functions
1.1.3:  Domain and Range
Domain and range of discrete relations 1. Domain and range Domain and range of functions 2. Domain and range of absolute value functions: graphs 3. Domain and range of polynomials 4. Domain and range of radical functions 5. Domain and range of logarithmic functions
1.1.4:  Points of Intersection in Multiple Representations		1. Solve a system of linear and quadratic equations: parabolas
1.1.4:  Points of Intersection in Multiple Representations
1. Solve a system of linear and quadratic equations: parabolas
Section 1.2
1.2.1:  Modeling a Geometric Relationship		1. Find values using function graphs
1.2.1:  Modeling a Geometric Relationship
1. Find values using function graphs
1.2.2:  Function Investigation
1.2.2:  Function Investigation
1.2.3:  The Family of Linear Functions		1. Transformations of linear functions
1.2.3:  The Family of Linear Functions
1. Transformations of linear functions
1.2.4:  Function Investigation Challenge
1.2.4:  Function Investigation Challenge

2	Chapter 2 Transformations of Parent Graphs
Section 2.1
2.1.1:  Modeling Non-Linear Data
2.1.1:  Modeling Non-Linear Data
2.1.2:  Parabola Investigation		1. Characteristics of quadratic functions: graphs 2. Transformations of quadratic functions
2.1.2:  Parabola Investigation
1. Characteristics of quadratic functions: graphs 2. Transformations of quadratic functions
2.1.3:  Graphing a Parabola Without a Table		1. Graph quadratic functions in vertex form
2.1.3:  Graphing a Parabola Without a Table
1. Graph quadratic functions in vertex form
2.1.4:  Rewriting in Graphing Form		Complete the square 1. Complete the square 2. Write a quadratic function in vertex form Graphs of quadratic functions 3. Graph a quadratic function 4. Match quadratic functions and graphs
2.1.4:  Rewriting in Graphing Form
Complete the square 1. Complete the square 2. Write a quadratic function in vertex form Graphs of quadratic functions 3. Graph a quadratic function 4. Match quadratic functions and graphs
2.1.5:  Mathematical Modeling with Parabolas		1. Write a quadratic function from its zeros 2. Write a quadratic function in vertex form from its vertex and another point
2.1.5:  Mathematical Modeling with Parabolas
1. Write a quadratic function from its zeros 2. Write a quadratic function in vertex form from its vertex and another point
Section 2.2
2.2.1:  Transforming Other Parent Graphs		1. Transformations of absolute value functions 2. Function transformation rules 3. Translations of functions 4. Reflections of functions 5. Dilations of functions
2.2.1:  Transforming Other Parent Graphs
1. Transformations of absolute value functions 2. Function transformation rules 3. Translations of functions 4. Reflections of functions 5. Dilations of functions
2.2.2:  Describing (h, k) for Each Family of Functions		1. Transformations of functions
2.2.2:  Describing (h, k) for Each Family of Functions
1. Transformations of functions
2.2.3:  Transformations of Functions		1. Describe function transformations
2.2.3:  Transformations of Functions
1. Describe function transformations
2.2.4:  Transformations of Non-Functions		1. Find the center of a circle 2. Find the radius or diameter of a circle 3. Write equations of circles in standard form from graphs 4. Write equations of circles in standard form using properties 5. Graph circles
2.2.4:  Transformations of Non-Functions
1. Find the center of a circle 2. Find the radius or diameter of a circle 3. Write equations of circles in standard form from graphs 4. Write equations of circles in standard form using properties 5. Graph circles
2.2.5:  Transforming Piecewise-Defined Functions
2.2.5:  Transforming Piecewise-Defined Functions

3	Chapter 3 Equivalent Forms
Section 3.1
3.1.1:  Equivalent Expressions		Factor a GCF 1. Factor out a monomial Factor quadratics 2. Factor quadratics Factor polynomials 3. Factor using a quadratic pattern 4. Factor by grouping 5. Factor polynomials Simplify radical expressions 6. Simplify radical expressions with variables I 7. Simplify radical expressions with variables II Simplify exponential expressions 8. Identify equivalent exponential expressions I 9. Identify equivalent exponential expressions II
3.1.1:  Equivalent Expressions
Factor a GCF 1. Factor out a monomial Factor quadratics 2. Factor quadratics Factor polynomials 3. Factor using a quadratic pattern 4. Factor by grouping 5. Factor polynomials Simplify radical expressions 6. Simplify radical expressions with variables I 7. Simplify radical expressions with variables II Simplify exponential expressions 8. Identify equivalent exponential expressions I 9. Identify equivalent exponential expressions II
3.1.2:  Rewriting Expressions and Determining Equivalence		1. Factor quadratics using algebra tiles
3.1.2:  Rewriting Expressions and Determining Equivalence
1. Factor quadratics using algebra tiles
3.1.3:  Solve by Rewriting		Solve a linear equation for y 1. Linear equations: solve for y Solve quadratic equations 2. Solve a quadratic equation using the zero product property 3. Solve a quadratic equation by factoring
3.1.3:  Solve by Rewriting
Solve a linear equation for y 1. Linear equations: solve for y Solve quadratic equations 2. Solve a quadratic equation using the zero product property 3. Solve a quadratic equation by factoring
Section 3.2
3.2.1:  Investigating Rational Functions		1. Rational functions: asymptotes and excluded values
3.2.1:  Investigating Rational Functions
1. Rational functions: asymptotes and excluded values
3.2.2:  Simplifying Rational Expressions		1. Simplify rational expressions
3.2.2:  Simplifying Rational Expressions
1. Simplify rational expressions
3.2.3:  Multiplying and Dividing Rational Expressions		1. Multiply and divide rational expressions
3.2.3:  Multiplying and Dividing Rational Expressions
1. Multiply and divide rational expressions
3.2.4:  Adding and Subtracting Rational Expressions		1. Add and subtract rational expressions
3.2.4:  Adding and Subtracting Rational Expressions
1. Add and subtract rational expressions
3.2.5:  Creating New Functions		1. Add and subtract functions 2. Multiply functions 3. Divide functions
3.2.5:  Creating New Functions
1. Add and subtract functions 2. Multiply functions 3. Divide functions

4	Chapter 4 Solving and Intersections
Section 4.1
4.1.1:  Strategies for Solving Equations
4.1.1:  Strategies for Solving Equations
4.1.2:  Solving Equations and Systems Graphically		1. Solve a system of equations by graphing 2. Solve radical equations
4.1.2:  Solving Equations and Systems Graphically
1. Solve a system of equations by graphing 2. Solve radical equations
4.1.3:  Finding Multiple Solutions to Systems of Equations		Number of solutions 1. Find the number of solutions to a system of equations Solve systems of linear equations 2. Solve a system of equations using substitution 3. Solve a system of equations using elimination 4. Solve a system of equations using any method Solve systems of linear and quadratic equations 5. Solve a system of linear and quadratic equations: parabolas
4.1.3:  Finding Multiple Solutions to Systems of Equations
Number of solutions 1. Find the number of solutions to a system of equations Solve systems of linear equations 2. Solve a system of equations using substitution 3. Solve a system of equations using elimination 4. Solve a system of equations using any method Solve systems of linear and quadratic equations 5. Solve a system of linear and quadratic equations: parabolas
4.1.4:  Using Systems of Equations to Solve Problems		1. Solve a system of equations by graphing: word problems 2. Solve a system of equations using substitution: word problems 3. Solve a system of equations using elimination: word problems 4. Solve a system of equations using any method: word problems
4.1.4:  Using Systems of Equations to Solve Problems
1. Solve a system of equations by graphing: word problems 2. Solve a system of equations using substitution: word problems 3. Solve a system of equations using elimination: word problems 4. Solve a system of equations using any method: word problems
Section 4.2
4.2.1:  Solving Inequalities with One or Two Variables		One-variable inequalities 1. Solve linear inequalities 2. Graph solutions to linear inequalities Absolute value inequalities 3. Solve absolute value inequalities 4. Graph solutions to absolute value inequalities Two-variable inequalities 5. Graph a two-variable linear inequality 6. Graph solutions to two-variable absolute value inequalities Quadratic inequalities 7. Graph solutions to quadratic inequalities 8. Solve quadratic inequalities
4.2.1:  Solving Inequalities with One or Two Variables
One-variable inequalities 1. Solve linear inequalities 2. Graph solutions to linear inequalities Absolute value inequalities 3. Solve absolute value inequalities 4. Graph solutions to absolute value inequalities Two-variable inequalities 5. Graph a two-variable linear inequality 6. Graph solutions to two-variable absolute value inequalities Quadratic inequalities 7. Graph solutions to quadratic inequalities 8. Solve quadratic inequalities
4.2.2:  Use Systems to Solve a Problem		1. Solve systems of linear inequalities by graphing 2. Solve systems of linear and absolute value inequalities by graphing
4.2.2:  Use Systems to Solve a Problem
1. Solve systems of linear inequalities by graphing 2. Solve systems of linear and absolute value inequalities by graphing
4.2.3:  Application of Systems of Linear Inequalities		1. Find the vertices of a solution set for a system of linear inequalities 2. Linear programming
4.2.3:  Application of Systems of Linear Inequalities
1. Find the vertices of a solution set for a system of linear inequalities 2. Linear programming
4.2.4:  Using Graphs to Find Solutions		1. Is (x, y) a solution to the system of inequalities?
4.2.4:  Using Graphs to Find Solutions
1. Is (x, y) a solution to the system of inequalities?

5	Chapter 5 Inverses and Logarithms
Section 5.1
5.1.1:  "Undo" Equations		1. Solve linear equations 2. Solve linear equations: complete the solution 3. Rearrange multi-variable equations
5.1.1:  "Undo" Equations
1. Solve linear equations 2. Solve linear equations: complete the solution 3. Rearrange multi-variable equations
5.1.2:  Using a Graph to Find an Inverse		1. Find values of inverse functions from graphs
5.1.2:  Using a Graph to Find an Inverse
1. Find values of inverse functions from graphs
5.1.3:  Finding Inverses and Justifying Algebraically		1. Find values of inverse functions from tables 2. Identify inverse functions 3. Find inverse functions and relations
5.1.3:  Finding Inverses and Justifying Algebraically
1. Find values of inverse functions from tables 2. Identify inverse functions 3. Find inverse functions and relations
Section 5.2
5.2.1:  Finding the Inverse of an Exponential Function		1. Evaluate logarithms
5.2.1:  Finding the Inverse of an Exponential Function
1. Evaluate logarithms
5.2.2:  Defining the Inverse of an Exponential Function		1. Convert between exponential and logarithmic form: rational bases
5.2.2:  Defining the Inverse of an Exponential Function
1. Convert between exponential and logarithmic form: rational bases
5.2.3:  Investigating the Family of Logarithmic Functions
5.2.3:  Investigating the Family of Logarithmic Functions
5.2.4:  Transformations of Logarithmic Functions		1. Evaluate logarithms using a calculator
5.2.4:  Transformations of Logarithmic Functions
1. Evaluate logarithms using a calculator
5.2.5:  Investigating Compositions of Functions		1. Composition of linear functions: find a value 2. Composition of linear functions: find an equation 3. Composition of linear and quadratic functions: find a value 4. Composition of linear and quadratic functions: find an equation
5.2.5:  Investigating Compositions of Functions
1. Composition of linear functions: find a value 2. Composition of linear functions: find an equation 3. Composition of linear and quadratic functions: find a value 4. Composition of linear and quadratic functions: find an equation

6	Chapter 6 3-D Graphing and Logarithms
Section 6.1
6.1.1:  Creating a Three-Dimensional Model
6.1.1:  Creating a Three-Dimensional Model
6.1.2:  Graphing Equations in Three Dimensions
6.1.2:  Graphing Equations in Three Dimensions
6.1.3:  Systems of Three-Variable Equations
6.1.3:  Systems of Three-Variable Equations
6.1.4:  Solving Systems of Three Equations with Three Unknowns		1. Solve a system of equations in three variables using substitution 2. Solve a system of equations in three variables using elimination 3. Determine the number of solutions to a system of equations in three variables
6.1.4:  Solving Systems of Three Equations with Three Unknowns
1. Solve a system of equations in three variables using substitution 2. Solve a system of equations in three variables using elimination 3. Determine the number of solutions to a system of equations in three variables
6.1.5:  Using Systems of Three Equations for Curve Fitting
6.1.5:  Using Systems of Three Equations for Curve Fitting
Section 6.2
6.2.1:  Using Logarithms to Solve Exponential Equations		1. Solve exponential equations using common logarithms
6.2.1:  Using Logarithms to Solve Exponential Equations
1. Solve exponential equations using common logarithms
6.2.2:  Investigating the Properties of Logarithms		1. Identify properties of logarithms 2. Product property of logarithms 3. Quotient property of logarithms 4. Power property of logarithms 5. Properties of logarithms: mixed review 6. Evaluate logarithms using properties
6.2.2:  Investigating the Properties of Logarithms
1. Identify properties of logarithms 2. Product property of logarithms 3. Quotient property of logarithms 4. Power property of logarithms 5. Properties of logarithms: mixed review 6. Evaluate logarithms using properties
6.2.3:  Writing Equations of Exponential Functions		1. Exponential growth and decay: word problems 2. Compound interest: word problems
6.2.3:  Writing Equations of Exponential Functions
1. Exponential growth and decay: word problems 2. Compound interest: word problems
6.2.4:  An Application of Logarithms
6.2.4:  An Application of Logarithms

7	Chapter 7 Trigonometric Functions
Section 7.1
7.1.1:  Introduction to Cyclic Models
7.1.1:  Introduction to Cyclic Models
7.1.2:  Graphing the Sine Function		1. Special right triangles
7.1.2:  Graphing the Sine Function
1. Special right triangles
7.1.3:  Unit Circle ↔ Graph		1. Find trigonometric ratios using the unit circle
7.1.3:  Unit Circle ↔ Graph
1. Find trigonometric ratios using the unit circle
7.1.4:  Graphing and Interpreting the Cosine Function		1. Pythagorean Theorem and its converse
7.1.4:  Graphing and Interpreting the Cosine Function
1. Pythagorean Theorem and its converse
7.1.5:  Defining a Radian		1. Radians and arc length
7.1.5:  Defining a Radian
1. Radians and arc length
7.1.6:  Building a Unit Circle		1. Sin, cos, and tan of special angles 2. Reference angles
7.1.6:  Building a Unit Circle
1. Sin, cos, and tan of special angles 2. Reference angles
7.1.7:  The Tangent Function
7.1.7:  The Tangent Function
Section 7.2
7.2.1:  Transformations of y = sin x		Sine functions 1. Graph sine functions 2. Graph translations of sine functions Cosine functions 3. Graph cosine functions 4. Graph translations of cosine functions Sine and cosine functions 5. Graph sine and cosine functions 6. Graph translations of sine and cosine functions
7.2.1:  Transformations of y = sin x
Sine functions 1. Graph sine functions 2. Graph translations of sine functions Cosine functions 3. Graph cosine functions 4. Graph translations of cosine functions Sine and cosine functions 5. Graph sine and cosine functions 6. Graph translations of sine and cosine functions
7.2.2:  One More Parameter for a Cyclic Function
7.2.2:  One More Parameter for a Cyclic Function
7.2.3:  Period of a Cyclic Function		Sine functions 1. Find properties of sine functions 2. Write equations of sine functions using properties Cosine functions 3. Find properties of cosine functions 4. Write equations of cosine functions using properties
7.2.3:  Period of a Cyclic Function
Sine functions 1. Find properties of sine functions 2. Write equations of sine functions using properties Cosine functions 3. Find properties of cosine functions 4. Write equations of cosine functions using properties
7.2.4:  Graph ↔ Equation		1. Write equations of sine functions from graphs 2. Write equations of cosine functions from graphs
7.2.4:  Graph ↔ Equation
1. Write equations of sine functions from graphs 2. Write equations of cosine functions from graphs

8	Chapter 8 Polynomials
Section 8.1
8.1.1:  Sketching Graphs of Polynomial Functions		1. Polynomial vocabulary 2. Find the roots of factored polynomials
8.1.1:  Sketching Graphs of Polynomial Functions
1. Polynomial vocabulary 2. Find the roots of factored polynomials
8.1.2:  More Graphs of Polynomials
8.1.2:  More Graphs of Polynomials
8.1.3:  Stretch Factors for Polynomial Functions		1. Match polynomials and graphs
8.1.3:  Stretch Factors for Polynomial Functions
1. Match polynomials and graphs
Section 8.2
8.2.1:  Introducing Imaginary Numbers		Complex numbers 1. Introduction to complex numbers 2. Add and subtract complex numbers Solve quadratic equations 3. Solve a quadratic equation using square roots
8.2.1:  Introducing Imaginary Numbers
Complex numbers 1. Introduction to complex numbers 2. Add and subtract complex numbers Solve quadratic equations 3. Solve a quadratic equation using square roots
8.2.2:  Complex Roots		Powers of i 1. Powers of i Multiply complex numbers 2. Complex conjugates 3. Multiply complex numbers Write a function from its roots 4. Write a polynomial from its roots
8.2.2:  Complex Roots
Powers of i 1. Powers of i Multiply complex numbers 2. Complex conjugates 3. Multiply complex numbers Write a function from its roots 4. Write a polynomial from its roots
8.2.3:  More Complex Numbers and Equations		Complex plane 1. Absolute values of complex numbers 2. Introduction to the complex plane 3. Graph complex numbers Roots of polynomials 4. Fundamental Theorem of Algebra
8.2.3:  More Complex Numbers and Equations
Complex plane 1. Absolute values of complex numbers 2. Introduction to the complex plane 3. Graph complex numbers Roots of polynomials 4. Fundamental Theorem of Algebra
Section 8.3
8.3.1:  Polynomial Division		1. Divide polynomials using long division
8.3.1:  Polynomial Division
1. Divide polynomials using long division
8.3.2:  Factors and Integral Roots		1. Factor polynomials 2. Solve polynomial equations
8.3.2:  Factors and Integral Roots
1. Factor polynomials 2. Solve polynomial equations
8.3.3:  An Application of Polynomials		1. Factor sums and differences of cubes
8.3.3:  An Application of Polynomials
1. Factor sums and differences of cubes

9	Chapter 9 Randomization and Normal Distributions
Section 9.1
9.1.1:  Survey Design		1. Identify biased samples
9.1.1:  Survey Design
1. Identify biased samples
9.1.2:  Samples and the Role of Randomness
9.1.2:  Samples and the Role of Randomness
9.1.3:  Bias in Convenience Samples
9.1.3:  Bias in Convenience Samples
Section 9.2
9.2.1:  Testing Cause and Effect with Experiments		1. Experiment design
9.2.1:  Testing Cause and Effect with Experiments
1. Experiment design
9.2.2:  Conclusions From Studies
9.2.2:  Conclusions From Studies
Section 9.3
9.3.1:  Relative Frequency Histograms		1. Variance and standard deviation 2. Identify an outlier 3. Identify an outlier and describe the effect of removing it
9.3.1:  Relative Frequency Histograms
1. Variance and standard deviation 2. Identify an outlier 3. Identify an outlier and describe the effect of removing it
9.3.2:  The Normal Probability Density Function		1. Find probabilities using the normal distribution I 2. Find probabilities using the normal distribution II 3. Find values of normal variables 4. Distributions of sample means
9.3.2:  The Normal Probability Density Function
1. Find probabilities using the normal distribution I 2. Find probabilities using the normal distribution II 3. Find values of normal variables 4. Distributions of sample means
9.3.3:  Percentiles
9.3.3:  Percentiles

10	Chapter 10 Series
Section 10.1
10.1.1:  Introduction to Arithmetic Series
10.1.1:  Introduction to Arithmetic Series
10.1.2:  More Arithmetic Series		1. Find the sum of an arithmetic series 2. Identify arithmetic and geometric series
10.1.2:  More Arithmetic Series
1. Find the sum of an arithmetic series 2. Identify arithmetic and geometric series
10.1.3:  General Arithmetic Series
10.1.3:  General Arithmetic Series
10.1.4:  Summation Notation and Combinations of Series		1. Introduction to sigma notation
10.1.4:  Summation Notation and Combinations of Series
1. Introduction to sigma notation
Section 10.2
10.2.1:  Geometric Series		1. Find the sum of a finite geometric series
10.2.1:  Geometric Series
1. Find the sum of a finite geometric series
10.2.2:  Infinite Series		1. Find the value of an infinite geometric series
10.2.2:  Infinite Series
1. Find the value of an infinite geometric series
Section 10.3
10.3.1:  Pascal's Triangle and the Binomial Theorem		Pascal's triangle 1. Pascal's triangle 2. Pascal's triangle and the Binomial Theorem Binomial Theorem 3. Binomial Theorem I 4. Binomial Theorem II Combinations and permutations 5. Combinations and permutations
10.3.1:  Pascal's Triangle and the Binomial Theorem
Pascal's triangle 1. Pascal's triangle 2. Pascal's triangle and the Binomial Theorem Binomial Theorem 3. Binomial Theorem I 4. Binomial Theorem II Combinations and permutations 5. Combinations and permutations
10.3.2:  The Number e		1. Continuously compounded interest: word problems
10.3.2:  The Number e
1. Continuously compounded interest: word problems

11	Chapter 11 Simulating Sampling Variability
Section 11.1
11.1.1:  Simulations of Probability		Basic probability 1. Identify probability distributions 2. Calculate probabilities of events Conditional probability 3. Find conditional probabilities 4. Find conditional probabilities using two-way frequency tables
11.1.1:  Simulations of Probability
Basic probability 1. Identify probability distributions 2. Calculate probabilities of events Conditional probability 3. Find conditional probabilities 4. Find conditional probabilities using two-way frequency tables
11.1.2:  More Simulations of Probability
11.1.2:  More Simulations of Probability
11.1.3:  Simulating Sampling Variability
11.1.3:  Simulating Sampling Variability
Section 11.2
11.2.1:  Statistical Test Using Sampling Variability
11.2.1:  Statistical Test Using Sampling Variability
11.2.2:  Variability in Experimental Results
11.2.2:  Variability in Experimental Results
11.2.3:  Quality Control
11.2.3:  Quality Control
11.2.4:  Statistical Process Control
11.2.4:  Statistical Process Control
Section 11.3
11.3.1:  Analyzing Decisions and Strategies		1. Analyze the results of an experiment using simulations
11.3.1:  Analyzing Decisions and Strategies
1. Analyze the results of an experiment using simulations

12	Chapter 12 Analytic Trigonometry
Section 12.1
12.1.1:  Analyzing Trigonometric Equations
12.1.1:  Analyzing Trigonometric Equations
12.1.2:  Solutions to Trigonometric Equations
12.1.2:  Solutions to Trigonometric Equations
12.1.3:  Inverses of Trigonometric Functions		1. Inverses of sin, cos, and tan: degrees 2. Inverses of sin, cos, and tan: radians
12.1.3:  Inverses of Trigonometric Functions
1. Inverses of sin, cos, and tan: degrees 2. Inverses of sin, cos, and tan: radians
12.1.4:  Reciprocal Trigonometric Functions		Inverses of reciprocal functions 1. Inverses of csc, sec, and cot Solve trigonometric equations 2. Solve trigonometric equations I 3. Solve trigonometric equations II
12.1.4:  Reciprocal Trigonometric Functions
Inverses of reciprocal functions 1. Inverses of csc, sec, and cot Solve trigonometric equations 2. Solve trigonometric equations I 3. Solve trigonometric equations II
Section 12.2
12.2.1:  Trigonometric Identities		1. Find trigonometric ratios using a Pythagorean or reciprocal identity 2. Find trigonometric ratios using multiple identities
12.2.1:  Trigonometric Identities
1. Find trigonometric ratios using a Pythagorean or reciprocal identity 2. Find trigonometric ratios using multiple identities
12.2.2:  Proving Trigonometric Identities
12.2.2:  Proving Trigonometric Identities
12.2.3:  Angle Sum and Difference Identities
12.2.3:  Angle Sum and Difference Identities

A	Appendix A Sequences
Section A.1
A.1.1:  Representing Exponential Growth		1. Evaluate an exponential function
A.1.1:  Representing Exponential Growth
1. Evaluate an exponential function
A.1.2:  Rebound Ratios
A.1.2:  Rebound Ratios
A.1.3:  The Bouncing Ball and Exponential Decay		1. Identify independent and dependent variables
A.1.3:  The Bouncing Ball and Exponential Decay
1. Identify independent and dependent variables
Section A.2
A.2.1:  Generating and Investigating Sequences		1. Find terms of an arithmetic sequence 2. Find terms of a geometric sequence
A.2.1:  Generating and Investigating Sequences
1. Find terms of an arithmetic sequence 2. Find terms of a geometric sequence
A.2.2:  Generalizing Arithmetic Sequences		1. Identify arithmetic and geometric sequences 2. Evaluate variable expressions for number sequences 3. Write variable expressions for arithmetic sequences
A.2.2:  Generalizing Arithmetic Sequences
1. Identify arithmetic and geometric sequences 2. Evaluate variable expressions for number sequences 3. Write variable expressions for arithmetic sequences
A.2.3:  Recursive Sequences
A.2.3:  Recursive Sequences
Section A.3
A.3.1:  Patterns of Growth in Tables and Graphs		1. Identify linear functions from tables 2. Identify linear and exponential functions from tables
A.3.1:  Patterns of Growth in Tables and Graphs
1. Identify linear functions from tables 2. Identify linear and exponential functions from tables
A.3.2:  Using Multipliers to Solve Problems		1. Write variable expressions for geometric sequences 2. Evaluate recursive formulas for sequences 3. Write a formula for a recursive sequence
A.3.2:  Using Multipliers to Solve Problems
1. Write variable expressions for geometric sequences 2. Evaluate recursive formulas for sequences 3. Write a formula for a recursive sequence
A.3.3:  Comparing Sequences to Functions
A.3.3:  Comparing Sequences to Functions

B	Appendix B Exponential Functions
Section B.1
B.1.1:  Investigating y = bx		1. Identify linear and exponential functions from graphs
B.1.1:  Investigating y = bx
1. Identify linear and exponential functions from graphs
B.1.2:  Multiple Representations of Exponential Functions		1. Describe linear and exponential growth and decay
B.1.2:  Multiple Representations of Exponential Functions
1. Describe linear and exponential growth and decay
B.1.3:  More Applications of Exponential Growth		1. Exponential functions over unit intervals 2. Compound interest: word problems
B.1.3:  More Applications of Exponential Growth
1. Exponential functions over unit intervals 2. Compound interest: word problems
B.1.4:  Exponential Decay		1. Exponential growth and decay: word problems
B.1.4:  Exponential Decay
1. Exponential growth and decay: word problems
B.1.5:  Graph → Equation		1. Match exponential functions and graphs
B.1.5:  Graph → Equation
1. Match exponential functions and graphs
B.1.6:  Completing the Multiple Representations Web
B.1.6:  Completing the Multiple Representations Web
Section B.2
B.2.1:  Curve Fitting and Fractional Exponents		1. Evaluate rational exponents 2. Roots of rational numbers
B.2.1:  Curve Fitting and Fractional Exponents
1. Evaluate rational exponents 2. Roots of rational numbers
B.2.2:  More Curve Fitting		1. Negative exponents
B.2.2:  More Curve Fitting
1. Negative exponents
B.2.3:  Solving a System of Exponential Functions Graphically
B.2.3:  Solving a System of Exponential Functions Graphically

C	Appendix C Comparing Single-Variable Data
Section C.1
C.1.1:  Investigating Data Representations		Measures of center and spread of data 1. Mean, median, mode, and range 2. Calculate quartiles and interquartile range 3. Identify an outlier 4. Identify an outlier and describe the effect of removing it Scatter plots 5. Interpret a scatter plot 6. Outliers in scatter plots
C.1.1:  Investigating Data Representations
Measures of center and spread of data 1. Mean, median, mode, and range 2. Calculate quartiles and interquartile range 3. Identify an outlier 4. Identify an outlier and describe the effect of removing it Scatter plots 5. Interpret a scatter plot 6. Outliers in scatter plots
C.1.2:  Comparing Data
C.1.2:  Comparing Data
C.1.3:  Standard Deviation		1. Mean absolute deviation 2. Variance and standard deviation
C.1.3:  Standard Deviation
1. Mean absolute deviation 2. Variance and standard deviation

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