Chapter 1
1.1: Functions and Function Notation
1.2: Rate of Change
1.3: Linear Functions
1.4: Formulas for Linear Functions
1.5: Modeling Linear Functions
Chapter 2
2.1: Input and Output
2.2: Domain and Range
2.3: Piecewise-Defined Functions
2.4: Preview: Shifts
2.5: Preview: Composition & Inverses
2.6: Concavity
Chapter 3
3.1/3.2: Quadratic Functions
Chapter 4
4.1: Exponential Functions
4.2: Exponential vs. Linear
4.3: Graphs of Exponential Functions
4.4: Applications to Compound Interest
4.5: The Number e
Chapter 5
5.1: Logarithms and Their Properties
5.2: Logarithms and Exponential Models
5.3: The Logarithmic Function and Its Applications
Chapter 6
6.1: Shifts, Reflections, and Symmetry
6.2: Vertical Stretches and Compressions
6.3: Horizontal Stretches and Combinations of Transformations
Chapter 7
7.1: Introduction to Periodic Functions
7.2: The Sine and Cosine Function
7.3: Arc Length and Radians
7.4: Graphs of Sine and Cosine
7.5: Sinusoidal Functions
7.6: The Tangent Function
7.7: Trigonometric Relationships and Identities
7.8: Inverse Trigonometric Functions
Chapter 8
8.1: Right Triangle Trigonometry
8.2: Non-Right Triangles
8.3: Polar Coordinates
Chapter 9
9.1: Trigonometric Equations
9.2: Identities, Expressions, and Equations
9.3: Sum and Difference Identities
9.6: Complex Numbers and DeMoivre's Thm.
Chapter 10
10.1: Composition of Functions
10.2: Invertibility and Properties of Inverse Functions
10.3: Combinations of Functions
Chapter 11
11.1: Power Functions
11.2: Polynomial Functions
11.3: Short-Run Behavior of Polynomial Functions
11.4: Rational Functions
11.5: Short-Run Behavior of Rational Functions
11.6: Comparing Power, Exponential, and Log Functions
Chapter 12
12.1: Vectors
12.2: Components of a Vector
12.3: Applications of Vectors
12.4: Dot Product
Chapter 13
13.1: Sequences
13.2: Arithmetic Series
13.3: Geometric Series
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