Textbook Page Mapping

R.1

Sets and the Real Number Line

2-17

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R.2

Integer Exponents and Scientific Notation

18-31

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R.3

Rational Exponents and Radicals

32-43

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R.4

Polynomials and Properties

44-55

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R.5

Factoring Polynomials

56-67

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R.6

Rational Expressions and More Factoring

68-81

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1.1

Linear Equations and Rational Equations

90-103

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1.2

Applications and Modeling with Linear Equations

104-117

[ ]

1.3

Complex Numbers

118-127

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1.4

Quadratic Equations

128-143

[ ]

1.5

Applications of Quadratic Equations

144-153

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1.6

More Equations and Applications

154-167

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1.7

Linear, Compound, and Absolute Value Inequalities

168-179

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1.8

Absolute Value Equations and Inequalities

180-189

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2.1

The Rectangular Coordinate System

198-211

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2.2

Circles

212-221

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2.3

Functions and Relations

222-237

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2.4

Linear Equations in Two Variables

238-253

[ ]

2.5

Applications of Linear Equations and Modeling

254-265

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2.6

Transformations of Graphs

266-281

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2.7

Analyzing Graphs of Functions

282-295

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2.8

Algebra of Functions and Composition

296-309

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3.1

Quadratic Functions and Applications

322-337

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3.2

Introduction to Polynomial Functions

338-355

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3.3

Division of Polynomials

356-367

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3.4

Zeros of Polynomials

368-383

[ ]

3.5

Rational Functions

384-403

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3.6

Polynomial and Rational Inequalities

404-415

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3.7

Variation

416-425

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4.1

Inverse Functions

436-449

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4.2

Exponential Functions

450-465

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4.3

Logarithmic Functions

466-479

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4.4

Properties of Logarithms

480-489

[ ]

4.5

Exponential and Logarithmic Equations

490-503

[ ]

4.6

Modeling with Exponential and Logarithmic Functions

504-517

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5.1

Systems of Linear Equations in Two Variables

530-545

[ ]

5.2

Systems of Linear Equations in Three Variables

546-557

[ ]

5.3

Partial Fraction Decomposition

558-567

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5.4

Systems of Nonlinear Equations

568-577

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5.5

Inequalities and Systems of Inequalities

578-591

[ ]

5.6

Linear Programming

592-601

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6.1

Solving Systems of Equations Using Matrices

610-625

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6.2

Inconsistent Systems and Dependent Equations

626-637

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6.3

Operations on Matrices

638-653

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6.4

Inverse Matrices and Matrix Equations

654-667

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6.5

Determinants and Cramer’s Rule

668-681

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7.1

The Ellipse

692-707

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7.2

The Hyperbola

708-723

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7.3

The Parabola

724-737

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8.1

Sequences and Series

748-761

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8.2

Arithmetic Sequences and Series

762-773

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8.3

Geometric Sequences and Series

774-787

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8.4

Mathematical Induction

788-797

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8.5

The Binomial Theorem

798-807

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8.6

Principles of Counting

808-821

[ ]

8.7

Introduction to Probability

822-833

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