| Module 1: Triangles and Circles (Chapter 1) |
1.1 Side Angle Relationships |
| Module 1: Triangles and Circles (Chapter 1) |
1.2 Similar Triangles |
| Module 1: Triangles and Circles (Chapter 1) |
1.3 Circles |
| Module 2: Trigonometric Ratios (Chapter 2) |
2.1 Side Angle Relationship |
| Module 2: Trigonometric Ratios (Chapter 2) |
2.2 Right triangle Trigonometry |
| Module 2: Trigonometric Ratios (Chapter 2) |
2.3 Solving Right Triangles |
| Module 3: Laws of Sines and Cosines (Chapter 3) |
3.1 Obtuse Angles |
| Module 3: Laws of Sines and Cosines (Chapter 3) |
3.2: The Law of Cosines |
| Module 3: Laws of Sines and Cosines (Chapter 3) |
3.3: The Law of Sines |
| Module 3: Laws of Sines and Cosines (Chapter 3) |
3.2-3.3: Laws of Cosines & Sines Applications |
| Module 4: Trigonometric Functions (Chapter 4) |
4.1a: Measuring Rotation |
| Module 4: Trigonometric Functions (Chapter 4) |
4.1b: Apply Trig Functions to Angles of Rotation |
| Module 4: Trigonometric Functions (Chapter 4) |
4.2: Basic Trig Graphs |
| Module 4: Trigonometric Functions (Chapter 4) |
4.3a: Transformations of Sine and Cosine I |
| Module 4: Trigonometric Functions (Chapter 4) |
4.3b: Transformations of Sine and Cosine II |
| Module 5: Equations and Identities (Chapter 5) |
5.2a: Solving Basic Sine, Cosine, and Tangent Equations |
| Module 5: Equations and Identities (Chapter 5) |
5.2b: Solving Trigonometric Equations using Identities, Factoring or the Quadratic Formula |
| Module 5: Equations and Identities (Chapter 5) |
5.2c: Solving Trig Equations |
| Module 5: Equations and Identities (Chapter 5) |
5.3a: Fundamental Identities |
| Module 5: Equations and Identities (Chapter 5) |
5.3b: Simplifying Using Trig Identities |
| Module 6: Radians (Chapter 6) |
6.1a: Radian Measure |
| Module 6: Radians (Chapter 6) |
6.1b: Applications of Radian Measure |
| Module 7: Circular Functions (Chapter 7) |
7.1: Graphing Tangent, Cotangent, Secant, and Cosecant |
| Module 8: More Functions and Identities (Chapter 8) |
8.1: Sum and Difference Identities |
| Module 8: More Functions and Identities (Chapter 8) |
8.2a: Basic Inverse Trig. Functions |
| Module 8: More Functions and Identities (Chapter 8) |
8.2b: Graphing Inverse Trig Functions |
| Module 8: More Functions and Identities (Chapter 8) |
8.2c: Properties of Inverse Trig Functions |
| Module 8: More Functions and Identities (Chapter 8) |
8.2d: Applications of Inverse Trig Functions |
| Module 9: Vectors (Chapter 9) |
9.1-9.2: Geometric and Coordinate Form |
| Module 9: Vectors (Chapter 9) |
9.3: The Dot Product |
| Module 10: Polar Coordinates and Complex Numbers (Chapter 10) |
10.1a: Polar Coordinates |
| Module 10: Polar Coordinates and Complex Numbers (Chapter 10) |
10.1b: Converting Between Systems |
| Module 10: Polar Coordinates and Complex Numbers (Chapter 10) |
10.2: Graphing Basic Polar Equations |
| Module 10: Polar Coordinates and Complex Numbers (Chapter 10) |
10.3: Complex Numbers |
| Module 10: Polar Coordinates and Complex Numbers (Chapter 10) |
10.4a: Complex Arithmetic |
| Module 10: Polar Coordinates and Complex Numbers (Chapter 10) |
10.4b: Raising a Complex Number to a Power |
