Chapter 1: Introduction to FunctionsPage 2:
Getting Started
Section 1-1:
Relations and Functions
Section 1-2:
Function Notation
Section 1-3:
Exploring Properties of Parent Functions
Section 1-4:
Determining the Domain and Range of a Function
Section 1-5:
The Inverse Function and Its Properties
Section 1-6:
Exploring Transformations of Parent Functions
Section 1-7:
Investigating Horizontal Stretches, Compressions, and Reflections
Section 1-8:
Using Transformations to Graph Functions of the Form y 5 af [k(x 2 d)] 1 c
Page 78:
Chapter Self-Test
Chapter 2: Equivalent Algebraic ExpressionsPage 82:
Getting Started
Section 2-1:
Adding and Subtracting Polynomials
Section 2-2:
Multiplying Polynomials
Section 2-3:
Factoring Polynomials
Section 2-4:
Simplifying Rational Functions
Section 2-5:
Exploring Graphs of Rational Functions
Section 2-6:
Multiplying and Dividing Rational Expressions
Section 2-7:
Adding and Subtracting Rational Expressions
Page 134:
Chapter Self-Test
Chapter 3: Quadratic FunctionsPage 138:
Getting Started
Section 3-1:
Properties of Quadratic Functions
Section 3-2:
Determining Maximum and Minimum Values of a Quadratic Function
Section 3-3:
The Inverse of a Quadratic Function
Section 3-4:
Operations with Radicals
Section 3-5:
Quadratic Function Models: Solving Quadratic Equations
Section 3-6:
The Zeros of a Quadratic Function
Section 3-7:
Families of Quadratic Functions
Section 3-8:
Linear-Quadratic Systems
Page 204:
Chapter Self-Test
Page 206:
Cumulative Review
Chapter 4: Exponential FunctionsPage 212:
Getting Started
Section 4-1:
Exploring Growth and Decay
Section 4-2:
Working with Integer Exponents
Section 4-3:
Working with Rational Exponents
Section 4-4:
Simplifying Algebraic Expressions Involving Exponents
Section 4-5:
Exploring the Properties of Exponential Functions
Section 4-6:
Transformations of Exponential Functions
Section 4-7:
Applications Involving Exponential Functions
Page 270:
Chapter Self-Test
Chapter 5: Trigonometric RatiosPage 274:
Getting Started
Section 5-1:
Trigonometric Ratios of Acute Angles
Section 5-2:
Evaluating Trigonometric Ratios for Special Angles
Section 5-3:
Exploring Trigonometric Ratios for Angles Greater than 90°
Section 5-4:
Evaluating Trigonometric Ratios for Any Angle Between 0° and 360°
Section 5-5:
Trigonometric Identities
Section 5-6:
The Sine Law
Section 5-7:
The Cosine Law
Section 5-8:
Solving Three-Dimensional Problems by Using Trigonometry
Page 340:
Chapter Self-Test
Chapter 6: Sinusoidal FunctionsPage 344:
Getting Started
Section 6-1:
Periodic Functions and Their Properties
Section 6-2:
Investigating the Properties of Sinusoidal Functions
Section 6-3:
Interpreting Sinusoidal Functions
Section 6-4:
Exploring Transformations of Sinusoidal Functions
Section 6-5:
Using Transformations to Sketch the Graphs of Sinusoidal Functions
Section 6-6:
Investigating Models of Sinusoidal Functions
Section 6-7:
Solving Problems Using Sinusoidal Models
Page 406:
Chapter Self-Test
Page 408:
Cumulative Review
Chapter 7: Discrete Functions: Sequences and SeriesPage 414:
Getting Started
Section 7-1:
Arithmetic Sequences
Section 7-2:
Geometric Sequences
Section 7-3:
Creating Rules to Define Sequences
Section 7-4:
Exploring Recursive Sequences
Section 7-5:
Arithmetic Series
Section 7-6:
Geometric Series
Section 7-7:
Pascal's Triangle and Binomial Expansions
Page 470:
Chapter Self-Test
Chapter 8: Discrete functions: Financial ApplicationsPage 474:
Getting Started
Section 8-1:
Simple Interest
Section 8-2:
Compound Interest: Future Value
Section 8-3:
Compound Interest: Present Value
Section 8-4:
Annuities: Future Value
Section 8-5:
Annuities: Present Value
Section 8-6:
Using Technology to Investigate Financial Problems
Page 536:
Chapter Self-Test
Page 538:
Cumulative Review
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