AP Calculus (AB) Exam Prep Course
AP Exam Prep
Course Overview
Lessons & Practice
I. Welcome
1. Review: Pre-Calculus
3hr2. Limits & Continuity (Exam Weighting: 10-12%)
1.9hr- 2.I. Chapter Intro
2.15.1. One-sided Limits2.15.2. Limits2.15.3. Special Limits2.15.4. Limits2.15.5. Limits2.15.6. Limits2.15.7. Limits2.15.8. Limits2.15.9. Limits2.15.10. Limits: Indeterminate forms2.15.11. Limits2.15.12. IVT2.15.13. IVT2.15.14. IVT2.15.15. Fundamental Trig Limit2.15.16. Fundamental Trig Limit2.15.17. Squeeze Theorem2.15.18. Squeeze Theorem2.15.19. Squeeze Theorem2.15.20. Continuity
3. Differentiation 1: Basics & Fundamental Properties (Exam Weighting: 10-12%)
1.7hr- 3.I. AP Calculus Unit 2 Summary
3.11.1. Derivative by Definition3.11.2. Basic Derivatives3.11.3. Basic Derivatives3.11.4. Derivative by Definition3.11.5. Chain Rule3.11.6. Chain Rule3.11.7. Quotient Rule3.11.8. Quotient Rule3.11.9. Power of a Function Rule3.11.10. Implicit Differentiation3.11.11. Implicit Differentiation3.11.12. Second Derivative3.11.13. Logarithmic Differentiation3.11.14. Logarithmic Differentiation 3.11.15. Inverse Trigonometric Derivatives3.11.16. Tangent Lines3.11.17. Tangent Lines3.11.18. Horizontal Tangent Lines3.11.19. Product Rule3.11.20. Product Rule3.11.21. Product Rule3.11.22. Normal Line
4. Differentiation 2: Composite, Implicit, & Inverse Functions (Exam Weighting: 9-13%)
56min5. Applications of Differentiation: Contextual (Exam Weighting: 10-15%)
2.5hr- 5.I. AP Calculus Unit 4 Summary
5.8.1. Related Rates5.8.2. Related Rates5.8.3. Related Rates5.8.4. Linear Approximation5.8.5. Linear Approximation5.8.6. Taylor Series from Definition5.8.7. Taylor Polynomials5.8.8. Maclaurin Polynomial5.8.9. Newton's Method5.8.10. Newton's Method5.8.11. L'Hopital's Rule5.8.12. L'Hopital's Rule5.8.13. L'Hopital's Rule5.8.14. Limits5.8.15. L'Hopital's Rule5.8.16. L'Hopital's Rule5.8.17. Limits5.8.18. Limits5.8.19. Extreme Value Theorem5.8.20. Rolle's Theorem5.8.21. Rolle's Theorem5.8.22. MVT5.8.23. MVT5.8.24. MVT5.8.25. MVT5.8.26. Intervals of Increase and Decrease5.8.27. Intervals of Increase and Decrease5.8.28. Critical Points5.8.29. Critical Points5.8.30. Extrema5.8.31. Extrema5.8.32. Second Derivative Test5.8.33. Curve Sketching5.8.34. Curve Sketching5.8.35. Curve Sketching5.8.36. Optimization5.8.37. Optimization5.8.38. Optimization
6. Applications of Differentiation: Analytical (Exam Weighting: 15-18%)
1.5hr7. Integration (Antiderivative) & Accumulation of Change (Exam Weighting: 17-20%)
2.7hr- 7.I. AP Calculus Unit 6 Summary
7.16.1. Integration by Substitution7.16.2. Integration by Substitution7.16.3. Finite Sums7.16.4. Integration by Substitution7.16.5. Indefinite Integral with Trig and Inverse Trig7.16.6. Antiderivatives: Indefinite Integrals7.16.7. Integration by Substitution7.16.8. Computing Integrals7.16.9. Definite Integral with Trig7.16.10. Finite Sums7.16.11. Finite Sums7.16.12. Definite Integral7.16.13. Integral from Definition7.16.14. Definite Integral7.16.15. Substitution with Definite Integral7.16.16. FTC I7.16.17. Riemann Sums7.16.18. Integration7.16.19. Riemann Sums7.16.20. Riemann Sums7.16.21. Integral from Definition7.16.22. FTC I7.16.23. FTC I
8. Differential Equations (Exam Weighting: 6-12%)
39min9. Applications of Integration (Exam Weighting: 10-15%)
1.9hr- 9.I. AP Calculus Unit 8 Summary
9.7.1. Displacement, Velocity, and Acceleration9.7.2. Position, Velocity and Acceleration 9.7.3. Position, Velocity and Acceleration 9.7.4. Average Value of a Function9.7.5. Average Value of a Function9.7.6. Average Function Value of a Function9.7.7. Area Between Curves9.7.8. Area Between Curves9.7.9. Area Between Curves9.7.10. Area Between Curves9.7.11. Volumes of Revolution, Cylindrical Shells9.7.12. Volumes of Revolution, Disc/Washer9.7.13. Volumes of Revolution, Cylindrical Shells9.7.14. Volumes of Revolution9.7.15. Arc Length9.7.16. Arc Length9.7.17. Arc Length with Partial Fractions9.7.18. Arc Length with Perfect Square9.7.19. Surface Area9.7.20. Surface Area
I Welcome
Free Activity
Welcome to Wize's AP Calculus (BC) Course!
This Wize course covers the concepts you'll need to get a good score on your AP Calc (BC) exam. You'll also find practice questions to help you master each concept.
You can go through each chapter in order, from beginning to end, or you can jump around and focus on concepts you are struggling the most with.
- Use the table of contents 📃 on the left to skip to parts you need help with
- Watch the video ▶ or read the written lessons 📖
- Speed up ⏩ or slow down ⏪ the videos
- Use the "Ask a question"❓ feature below each lesson/question any time!
This resource includes the following activities:
Theory lessons: I will explain and summarize new concepts
Examples: I will walk you through how to solve problems involving these new concepts
Practice questions: These are for you to try out on your own. Don't worry, if you get stuck, you can watch the video solutions or read the suggested written answers
Let's get started! 🚀
No one has asked a question yet