Every Topic 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!)
- Linear Equations (p. 3-7) (17:32)
- Rational Equations (p. 8-13) (18:34)
- Solving Equations with Absolute Value (p. 14) (5:33)
- Number Lines and Inequalities (p. 15) (5:05)
- Solving Inequalities and Writing Intervals (p. 16-18) (12:44)
- Solving Inequalities with Absolute Value (p. 19-20) (14:22)
- Study Guide (fill this in as you watch the videos!)
- Solving Quadratics by Factoring (p. 3) (5:35)
- Solving Quadratics by Using Square Roots (p. 4) (2:39)
- Solving Quadratics by Completing the Square (p. 5) (8:43)
- Solving Quadratics by Using the Quadratic Formula (p. 6) (5:38)
- Solving Quadratic Equations that Have Complex Solutions (p. 7) (8:19)
- Quadratic Forms & Disguised Quadratics (p. 8-11) (12:15)
- Higher Polynomial Equations (p. 12-14) (9:11)
- Radical Equations (p. 15-18) (11:54)
- Completing the Square (p. 19-22) (9:58)
- Operations with Complex Numbers (p. 23-25) (11:41)
- Patterns in the Powers of i (p. 26) (4:31)
- Practice Exam Questions
- Practice Exam Questions Answer Key
- Quadratic Equations Practice Exam Solutions (9:57)
- Quadratic Forms Practice Exam Solutions (11:58)
- Higher Polynomial Equations Practice Exam Solutions (7:23)
- Radical Equations Practice Exam Solutions (9:48)
- Complex Numbers Practice Exam Solutions (5:25)
- Study Guide (fill this in as you watch the videos!)
- Basics of Graphing - Plotting Points to Graph an Equation (p. 3-4) (5:40)
- Basics of Graphing - Finding Intercepts from a Graph (p. 5) (1:33)
- Basics of Graphing - Finding Intercepts from an Equation (p. 6) (4:13)
- Finding Equations and Graphing Lines (p. 7-10) (13:45)
- General Form of a Line (p. 11) (3:06)
- Vertical and Horizontal Lines (p. 12) (2:19)
- Parallel and Perpendicular Lines (p. 13) (5:09)
- Lines (Quick Overview) (p. 14) (4:04)
- Distance Formula (p. 15) (7:59)
- Midpoint Formula (p. 16) (5:26)
- Graphing Circles (p. 17-18) (7:32)
- General Form of a Circle (p. 19-20) (11:09)
- Practice Exam Questions
- Practice Exam Questions Answer Key
- Graphing Basics Practice Exam Solutions (6:51)
- Lines Practice Exam Solutions (6:47)
- Parallel & Perpendicular Lines Practice Exam Solutions (5:20)
- Distance Formula & Midpoint Formula Practice Exam Solutions (10:44)
- Circles Practice Exam Solutions (12:03)
- Study Guide (fill this in as you watch the videos!)
- Quick Overview of Functions (p. 3-5) (13:48)
- Finding The Domain of a Function (p. 6) (6:03)
- Graphs (p. 7-9) (9:54)
- Graphing with a Calculator (p. 10) (6:21)
- Even vs Odd vs Neither (p. 11-12) (8:23)
- Increasing, Decreasing, Constant (p. 13) (3:38)
- Local Maxima and Local Minima (p. 14-15) (9:48)
- Study Guide (fill this in as you watch the videos!)
- Quick Overview of Quadratic Functions (p. 3-5) (11:52)
- Properties of Quadratics (p. 6-7) (5:43)
- Graphing a Quadratic Using Its Vertex, Axis of Symmetry, and Intercepts (p. 8) (9:36)
- Graphing a Quadratic Using Transformations (p. 9-10) (6:57)
- Maximum/Minimum Value of a Quadratic (p. 11) (6:06)
- Study Guide (fill this in as you watch the videos!)
- Quick Overview of Polynomial Functions (p. 3-4) (5:08)
- Graphing Using Transformations (p. 5-6) (10:11)
- Real Zeros and Multiplicities (p. 7-8) (7:17)
- Turning Points (p. 9) (4:44)
- End Behavior (p. 10) (5:19)
- Graphing Using Zeros and Multiplicities (p. 11-12) (19:01)
- Finding Real Zeros of Polynomials (p. 13-14) (7:40)
- Study Guide (fill this in as you watch the videos!)
- Quick Overview of Rational Functions and Domain (p. 3) (4:38)
- Vertical Asymptotes of Rational Functions (p. 4) (3:09)
- Horizontal and Oblique Asymptotes of Rational Functions (p. 5-8) (19:50)
- Holes of Rational Functions (p. 9) (2:27)
- Graphing Rational Functions (p. 10-12) (23:17)
- Applications with Rational Functions (p. 13) (5:24)
- Study Guide (fill this in as you watch the videos!)
- Exponential Functions (p. 3-5) (14:31)
- The Number e (p. 6) (2:06)
- Solving Exponential Equations (p. 7-8) (6:36)
- Log Functions (p. 9-10) (13:07)
- Graphing Log Functions (p. 11-13) (13:44)
- Log Rules (p. 14-17) (15:49)
- Solving Equations with Logs (p. 18-20) (16:22)
- Solving Equations with Exponentials (p. 21-22) (11:52)
- Summary of Log and Exponent Rules (p. 23) (3:53)
- Practice Exam Questions
- Practice Exam Questions Answer Key
- Graphing Exponential Functions Practice Exam Solutions (31:14)
- Solving Exponential Equations Practice Exam Solutions (7:16)
- Graphing Log Functions Practice Exam Solutions (21:51)
- Log Rules Practice Exam Solutions (10:58)
- Solving Equations with Logs Practice Exam Solutions (22:49)
- Study Guide (fill this in as you watch the videos!)
- Classifying Solutions to Systems of Equations (p. 3-5) (5:57)
- Solving Systems of Equations by Substitution (p. 6) (5:16)
- Solving Systems of Equations by Elimination (p. 7) (5:53)
- Inconsistent Systems of Equations (p. 8) (3:06)
- Dependent Equations (p. 9) (3:19)
- Word Problems with Systems of Equations (p. 10-12) (11:40)
- Study Guide (fill this in as you watch the videos!)
- Special Products and Factoring (p. 3-6) (19:55)
- General Tips for Solving Word Problems (p. 7) (5:25)
- The Pythagorean Theorem (p. 8) (5:10)
- Common Geometry Formulas (p. 9-10) (3:19)
- Algebraic Expressions (p. 11) (5:43)
- Exponent Rules (p. 12-13) (8:08)
- Square Roots (p. 14) (2:45)
- Monomials and Polynomials (p. 15-16) (5:57)
- Sets (p. 17-18) (8:47)
- Some Perfect Roots You Should Memorize (p. 19) (5:00)
- Radical Rules (p. 20) (4:28)
- Combining Like Terms with Radicals (p. 21) (3:26)
- Rationalizing a Denominator (p. 22) (5:43)
- Fractional (Rational) Exponents (p. 23-25) (18:53)
- Multiplying and Dividing Fractions (Rational Expressions) (p. 26-28) (10:16)
- Adding and Subtracting Fractions (Rational Expressions) (p. 29-30) (16:24)
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 marty@crambetter.com.
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