1-1: Interval Notation
1-2: Polynomial Functions
1-3: Symmetry, Odd/Even Functions
1-4: Extrema, Rate of Change
1-5: Parent Functions and Transformations
1-6: Composing Functions
1-7: Inverse Functions
2-1: Power and Radical Functions
2-2: Polynomial Functions
2-3: Dividing Polynomials
2-4: Zeros of Polynomials
2-5: Zeros and Inequalities
2-6: Non-linear Inequalities
3-1a: Exponential Growth and Decay
3-1b: Half-Life and Doubling Time
3-2: Logs
3-3: Properties of Logs
3-4: Solving Exponential and Log Functions
4-1: Trig Definitions and Inverses
4-2: Radian and the Unit Circle
4-3: Trig Functions and the Unit Circle
4-4: Graphs of Sinusoidal Functions
4-5: Graphs of other Trig Functions
4-6: Inverse Trig Functions
5-1: Pythagorean Identities
5-3: Solving Trig Equations
5-4: Sum and Difference Identities
5-5: Multiple-Angle Identities
7-1: Parabolas
7-2: Circles and Ellipses
7-3: Hyperbolas
7-5: Parametric Equations
8-1: Vector Addition
8-2: Component Form of Vectors
8-3: Dot Products
8-4: Vectors in 3D
8-5: 3D Dot and Cross Products
Extra Credit 8 - Slope Fields (slides)
Extra Credit 8 - Slope Fields (assignment)
9-1: Coordinates
9-2: Polar Graphs
9-3: Polar Conversions
Extra Credit 9 - Arc Length (slides)
Extra Credit 9 - Arc Length (assignment)
Study Guide 10
Practice Test 10
10-1: Sequences, Series, and Sigma Notation
10-2: Arithmetic Series
10-3: Geometric Series
10-5a: Pascal’s Triangle and Binomial Theorem
10-5b: Binomial Theorem and Probability
Extra Credit 10a - Reimann Sums (slides)
Extra Credit 10a - Reimann Sums (assignment)
Extra Credit 10b - Functions as Series (slides)
Extra Credit 10b - Functions as Series (assignment)