**Every Topic in Your Syllabus is Covered 💯**

*(Note: Some professors may go out of order or skip a topic, so feel free to bounce around.)*

- Study Guide (fill this in as you watch the videos!)
- All About Angles (p. 3-6) (20:03)
- Arc Length (p. 7) (1:58)
- Area of a Sector (p. 8) (2:54)
- Linear Speed and Angular Speed (p. 9) (5:57)
- Right Triangle Trig (p. 10-13) (22:02)
- Some Special Right Triangles (p. 14-16) (12:43)
- Summary of All Important Angles (p. 17) (10:12)
- Applications to Measuring Heights and Distances (p. 18) (7:14)

- Study Guide (fill this in as you watch the videos!)
- Quick Review of Transforming a Function Solution (p. 3-5) (9:35)
- Graphs of Sine and Cosine (p. 6-7) (9:28)
- Procedure for Graphing Sine and Cosine (p. 8-10) (23:29)
- Graphs of Tangent and Cotangent (p. 11-12) (10:51)
- Graphs of Secant and Cosecant (p. 13-15) (13:56)
- Summary of Sh*t to Memorize (p. 16-17) (4:33)

- Study Guide (fill this in as you watch the videos!)
- Inverse Sine - Overview (p. 3-5) (9:39)
- Inverse Cosine - Overview (p. 6-8) (8:22)
- How to Evaluate Compositions with Inverse Sine (p. 9-10) (8:47)
- How to Evaluate Compositions with Inverse Cosine (p. 11-12) (7:21)
- Inverse Tangent - Overview (p. 13-14) (8:18)
- How to Evaluate Compositions with Inverse Tangent (p. 15-16) (9:50)
- Finding Inverses with Equations Involving Trig Functions (p. 17-18) (5:54)
- Evaluating Mixed Trig Function Expressions (p. 19-23) (12:55)
- Inverse Secant, Cosecant, and Cotangent (p. 24-25) (6:53)
- The Super Fast Way to Evaluate Inverse Trig Expressions (p. 26-28) (12:22)
- Summary of Shit to Memorize (p. 29) (3:48)

- Practice Exam Questions
- Practice Exam Questions Answer Key
- Evaluating Basic Inverse Sine, Cosine, and Tangent Expressions Practice Exam Solutions (8:17)
- Evaluating Composite Inverse Sine, Cosine, and Tangent Expressions Practice Exam Solutions (11:10)
- Solving Equations with Inverse Trig Practice Exam Solutions (4:06)
- Evaluating Inverse Secant, Cosecant, and Cotangent Expressions Practice Exam Solutions (4:16)
- Evaluating Mixed Trig Expressions Practice Exam Solutions (12:51)

- Study Guide (fill this in as you watch the videos!)
- Quick Overview of Trig Identities (p. 3-6) (12:07)
- Double Angle Formulas (p. 7-8) (13:34)
- Half-Angle Formulas (p. 9-10) (15:39)
- Sum and Difference Formulas (p. 11-13) (16:23)
- Product-to-Sum Formulas (p. 14) (4:45)
- Sum-to-Product Formulas (p. 15-16) (6:34)
- Summary of Sh*t to Memorize (p. 17) (3:05)

- Practice Exam Questions
- Practice Exam Questions Answer Key
- Double-Angle Formulas Practice Exam Solutions (4:10)
- Half-Angle Formulas Practice Exam Solutions (10:56)
- Sum and Difference Formulas Practice Exam Solutions (16:33)
- Product-to-Sum Formulas Practice Exam Solutions (6:59)
- Sum-to-Product Formulas Practice Exam Solutions (5:08)
- Establishing Identities Practice Exam Solutions (21:57)

- Study Guide (fill this in as you watch the videos!)
- Polar Coordinates Overview (p. 3-4) (8:09)
- Converting Points from Polar to Rectangular Coordinates (p. 5-6) (8:37)
- Converting Points from Rectangular to Polar Coordinates (p. 7) (8:05)
- Transforming Equations from Polar to Rectangular Form (p. 8) (3:56)
- Transforming Equations from Rectangular Form to Polar Form (p. 9) (3:26)
- Polar Equations and Graphs Overview (p. 10-13) (9:53)
- Graphing Circles in Polar Form (p. 14-15) (6:38)
- Graphing Cardioids and Limaçons (p. 16-19) (16:27)
- Graphing Roses (p. 20-22) (14:47)

- Study Guide (fill this in as you watch the videos!)
- The Pythagorean Theorem (p. 3) (5:10)
- Common Geometry Formulas (p. 4-5) (3:19)
- Congruent Triangles (p. 6-7) (4:08)
- Similar Triangles (p. 8-10) (8:34)
- Distance Formula (p. 11) (7:59)
- Midpoint Formula (p. 12) (5:26)
- Graphing Circles (p. 13-14) (7:32)
- General Form of a Circle (p. 15-16) (11:09)

- Study Guide (fill this in as you watch the videos!)
- Special Products and Factoring (p. 3-6) (19:55)
- Ways to Represent a Function (p. 7-8) (7:49)
- Finding the Domain of a Function (p. 9) (4:31)
- Piecewise Functions (p. 10) (9:29)
- Even vs Odd vs Neither (p. 11-12) (6:02)
- Increasing, Decreasing, Constant (p. 13) (2:57)
- Essential Functions (p. 14-17) (7:40)
- Transforming Functions (p. 18-20) (12:22)
- Combinations of Functions (p. 21) (4:11)
- Composite Functions (p. 22) (6:26)
- Exponential Functions (p. 23) (5:01)
- Inverse Functions (p. 24-26) (11:28)
- Logarithms (p. 27-29) (9:58)
- Exponents and Logs - Side by Side (p. 30-34) (11:19)
- Linear Functions (p. 35-37) (10:20)
- Solving Inequalities (p. 38-39) (10:50)
- Rational Functions (p. 40-43) (16:34)

**Your Math Tutor: Marty**

Marty attended the University of Florida, where he earned a Bachelor of Science in statistics, a Bachelor of Arts in mathematics, and a Master of Science in electrical engineering.

While working as a teaching assistant for math and physics professors, he also did research on control systems. Later, he also taught high school physics and AP Computer Science.

Marty prides himself on making difficult concepts easier to understand. He’s been tutoring since he was a teenager, and he believes that anybody is capable of learning tough subjects with the right help.

Aside from working on CramBetter videos, Marty loves to learn languages, travel, and produce music. He’s fluent in Spanish and has studied French and Hebrew, too. Reach out to him if you wanna share something interesting about a language you speak!

Hit him up at [email protected].

**Other Courses We Cover at Auburn**

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