### Chapter 0

Problem Solving

0.1 | Pictures, Graphs, and Diagrams | Exercises | p.4 |

0.2 | Symbolic Representation | Exercises | p.11 |

0.3 | Organizing Information | Exercises | p.18 |

Chapter Review | p.22 |

### Chapter 1

Patterns And Recursion

1.1 | Recursively Defined Sequences | Exercises | p.34 |

1.2 | Modeling Growth and Decay | Exercises | p.41 |

1.3 | A First Look at Limits | Exercises | p.48 |

1.4 | Graphing Sequences | Exercises | p.54 |

1.5 | Loans and Investments | Exercises | p.64 |

Chapter Review | p.71 |

### Chapter 2

Describing Data

2.1 | Measures of Central Tendency and Box Plots | Exercises | p.81 |

2.2 | Measures of Spread | Exercises | p.90 |

2.3 | Histograms and Percentiles Ranks | Exercises | p.100 |

Chapter Review | p.108 |

### Chapter 3

Linear Models And Systems

3.1 | Linear Equations and Arithmetic Sequence | Exercises | p.117 |

3.2 | Revisiting Slope | Exercises | p.124 |

3.3 | Fitting a Line to Data | Exercises | p.131 |

3.4 | The Median-Median Line | Exercises | p.139 |

3.5 | Residuals | Exercises | p.146 |

3.6 | Linear System | Exercises | p.154 |

3.7 | Substitution and Elimination | Exercises | p.160 |

Chapter Review | p.164 |

### Chapter 4

Functions, Relations, And Transformations

4.1 | Interpretting Graphs | Exercises | p.175 |

4.2 | Function Notation | Exercises | p.181 |

4.3 | Lines in Motion | Exercises | p.189 |

Exercises | p.197 | ||

4.5 | Reflections and the Square Root Family | Exercises | p.204 |

4.6 | Stretches and Shrinks and the Absolute-Value Family | Exercises | p.214 |

4.7 | Transformations and the Circle Family | Exercises | p.220 |

4.8 | Compositions of Functions | Exercises | p.228 |

Review | p.233 |

### Chapter 5

Exponential, Power, And Logarithmic Functions

5.1 | Exponential Functions | Exercises | p.240 |

5.2 | Properties of Exponents and Power Functions | Exercises | p.248 |

5.4 | Applications of Exponential and Power Equations | Exercises | p.256 |

Exercises | p.263 | ||

5.5 | Building Inverse of Functions | Exercises | p.269 |

5.6 | Logarithmic Functions | Exercises | p.276 |

5.7 | Properties of Logarithms | Exercises | p.282 |

5.8 | Applications of Logarithms | Exercises | p.289 |

Review | p.295 |

### Chapter 6

Matrices And Linear Systems

6.1 | Matrix and Linear Systems | Exercises | p.303 |

Exercises | p.313 | ||

6.3 | Row Reduction Method | Exercises | p.323 |

6.4 | Solving Systems with Inverse Matrices | Exercises | p.331 |

6.5 | Systems of Linear Inequalities | Exercises | p.339 |

6.6 | Linear Programming | Exercises | p.347 |

Review | p.351 |

### Chapter 7

Quadratic And Other Polynomial Functions

7.1 | Polynomial Degree and Finite Differences | Exercises | p.364 |

7.2 | Equivalent Quadratic Forms | Exercises | p.372 |

7.3 | Completing the Square | Exercises | p.382 |

7.4 | The Quadratic Formula | Exercises | p.388 |

7.5 | Complex Numbers | Exercises | p.394 |

7.6 | Factoring Polynomials | Exercises | p.402 |

7.7 | Higher-Degree Polynomials | Exercises | p.408 |

7.8 | More About Finding Solutions | Exercises | p.416 |

Review | p.419 |

### Chapter 8

Parametric Equations And Trigonometry

8.1 | Graphing Parametric Equations | Exercises | p.427 |

8.2 | Converting from Parametric to Nonparametric Equations | Exercises | p.435 |

8.3 | Right Triangle Trigonometry | Exercises | p.443 |

8.4 | Using Trigonometry to Set a Course | Exercises | p.455 |

8.5 | Projectile Motion | Exercises | p.464 |

8.6 | The Law of Sines | Exercises | p.472 |

8.7 | The Law of Cosines | Exercises | p.479 |

Review | p.483 |

### Chapter 9

Conic Sections And Rational Functions

9.1 | Using the Distance Formula | Exercises | p.491 |

9.2 | Circles and Ellipses | Exercises | p.503 |

9.3 | Parabolas | Exercises | p.511 |

9.4 | Hyperbolas | Exercises | p.520 |

9.5 | The General Quadratic | Exercises | p.531 |

9.6 | Introduction to Rational Functions | Exercises | p.540 |

9.7 | Graphs of Rational Functions | Exercises | p.547 |

9.8 | Operations with Rational Funcitons | Exercises | p.555 |

### Chapter 10

Trigonometric Functions

10.1 | Defining the Circular Functions | Exercises | p.569 |

10.2 | Radian Measure and Arc Length | Exercises | p.578 |

10.3 | Graphing Trigonometric Functions | Exercises | p.589 |

1.4 | Graphing Sequences | Exercises | p.598 |

10.5 | Modeling with Trigonometric Equations | Exercises | p.605 |

10.6 | Fundamental Trigonometric Identities | Exercises | p.611 |

10.7 | Combining Trigonometric Functions | Exercises | p.619 |

Chapter Review | p.625 |

### Chapter 11

Series

11.1 | Arithmetic Series | Exercises | p.633 |

11.2 | Infinite Geometric Series | 640 | p.640 |

11.3 | Partial Sums of Geometric Series | Exercises | p.646 |

Review | p.652 |

### Chapter 12

Probability

12.1 | Randomness and Probability | Exercises | p.661 |

12.2 | Counting Outcomes and Tree Diagrams | Exercises | p.673 |

12.3 | Mutually Exclusive Events and Venn Diagrams | Exercises | p.684 |

12.4 | Random Variables and Expected Value | Exercises | p.690 |

12.5 | Permutations and Probability | 698 | p.698 |

12.6 | Combinations and Probability | Exercises | p.707 |

12.7 | The Binomial Theorem and Pascal's Triangle | Exercises | p.715 |

Review | p.719 |

### Chapter 13

Applications Of Statistics

13.1 | Probability Distributions | Exercises | p.729 |

13.2 | Normal Distributions | Exercises | p.740 |

13.3 | z-Values and Confidence Intervals | Exercises | p.749 |

13.4 | The Central Limit Theorem | Exercises | p.756 |

13.3 | z-Values and Confidence Intervals | Exercises | p.767 |

13.6 | The Least Square Line | Exercises | p.775 |

13.7 | Nonlinear Regression | Exercises | p.784 |

Review | p.788 |