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1. 1.1 - Periodic Functions
2. 1.1 Functions
3. 1.1 Numbers and Operations
4. 1.2 - Introduction to the Unit Circle
5. 1.2 Algebraic Expressions and Formulas
6. 1.2 Rate of Change
7. 1.3 - The Sine & Cosine Functions
8. 1.3 Linear Functions
9. 1.4 - The Tangent Function and Cofunctions
10. 1.4 Finding Linear Functions
11. 1.5 - Introduction to Inverse Trigonometric Functions
12. 1.5 Comparing Linear Functions
13. 1.6 Function Notation Input & Output
14. 1.7 Domain & Range
15. 2.1 - Generalized Sinusoidal Functions
16. 2.1 Linear Equations
17. 2.1 Piecewise Functions
18. 2.2: A Brief Introduction to Composite & Inverse Functions
19. 2.2 - Solutions to Trigonometric Equations
20. 2.2 Linear Inequalities
21. 2.3 - Applications of Inverse Trigonometric Functions (Parts I & II)
22. 2.3 Applications of Linear Equations
23. 2.4 Relations Graphs and Functions
24. 2.5 The Slope of a Line
25. 2.6 Modeling Linear Functions
26. 3.1: Exponential Functions
27. 3.1 - Introduction to Polar Coordinates
28. 3.1 Systems of Linear Equations
29. 3.2: Comparing Exponential & Linear Growth
30. 3.2 - Arc Length
31. 3.2 Applications of Systems of Linear Equations
32. 3.3: Graphs of Exponential Functions
33. 3.3 - The Laws of Sines and Cosines
34. 3.4: Compound Growth
35. 3.4 - Introduction to Trigonometric Identities
36. 3.5: Continuous Growth
37. 3.5 - Angle Sum & Difference Formulas
38. 4.1: Inverse Functions
39. 4.1 Rules of Exponents
40. 4.2: Properties of Logarithms
41. 4.2: Properties of Logarithms Part II
42. 4.2 Algebra of Functions
43. 4.3: Logarithms & Exponential Models
44. 4.3 Factoring Polynomials
45. 4.4: Applications of the Logarithm
46. 4.4 Factoring Trinomials
47. 4.5 Solving Polynomial Equations by Factoring
48. 4.6 Algebraic Fractions
49. 5.1: Function Composition
50. 5.2: Vertical & Horizontal Shifts

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