Preface .......................................................................................................4
저자소개 .......................................................................................................5
이 책의 특징 ..................................................................................................5

1. Functions and Their Graphs......................................................................9
1.1 Functions and Their Properties....................................................... 10
1.2 Linear Functions......................................................................... 15
1.3 Transformations of Functions......................................................... 21
1.4 Absolute Value Functions.............................................................. 25

2. Quadratic Functions............................................................................... 31
2.1 Quadratic Functions..................................................................... 32
2.2 Quadratic Equations..................................................................... 36
2.3 Completing the Square.................................................................. 44
2.4 Complex Numbers....................................................................... 48

3. Polynomial Functions and Rational Functions...................................... 57
3.1 Polynomial Functions................................................................... 58
3.2 Synthetic Division and Long Division................................................ 66
3.3 Theorems for Determining Zeros of Polynomial Functions..................... 71
3.4 Rational Functions....................................................................... 77
3.5 Rational Expressions and Equations.................................................. 81
3.6 Polynomial and Rational Inequalities................................................. 86

4. Radical Functions and Equations........................................................... 91
4.1 Rational Exponents...................................................................... 92
4.2 Radical Functions and Equations...................................................... 96
4.3 Operations on Functions and Inverse Functions.................................. 104

5. Exponential Functions and Logarithmic Functions ............................ 113
5.1 Exponential Functions................................................................. 114
5.2 Functions involving e.................................................................. 119
5.3 Exponential Modeling.................................................................. 121
5.4 Logarithmic Functions.................................................................. 125
5.5 Properties of Logarithms............................................................... 133
5.6 Exponential and Logarithmic Equations............................................ 138
5.7 Compound Interest..................................................................... 142

6. Trigonometric Functions...................................................................... 145
6.1 Angle Measure........................................................................... 146
6.2 Trigonometry in Unit Circle........................................................... 151
6.3 Trigonometric Function Graphs...................................................... 157
6.4 Trigonometric Identities............................................................... 167
6.5 Inverse Trigonometric Functions.................................................... 177
6.6 Trigonometric Equations.............................................................. 184
6.7 Solving Triangles........................................................................ 188

7. Sequences and Series.......................................................................... 197
7.1 Sequences................................................................................ 198
7.2 Series...................................................................................... 204

8. Answer Key........................................................................................... 211