TTC Video - Understanding Calculus - Problems, Solutions, And Tips
| 文件类型 | 收录时间 | 最后活跃 | 资源热度 | 文件大小 | 文件数量 |
|---|---|---|---|---|---|
| 2010-5-2 06:57 | 2024-12-12 07:24 | 293 | 6.86 GB | 38 |
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文件列表
- 00. Professor Bio Bruce H. Edawards.avi6.68MB
- 01. A Preview of Calculus.avi194.59MB
- 02. Review - Graphs, Models, and Functions.avi194.71MB
- 03. Review - Functions and Trigonometry.avi194.65MB
- 04. Finding Limits.avi194.69MB
- 05. An Introduction to Continuity.avi194.88MB
- 06. Infinite Limits and Limits at Infinity.avi194.71MB
- 07. The Derivative and the Tangent Line Problem.avi194.99MB
- 08. Basic Differentiation Rules.avi194.61MB
- 09. Product and Quotient Rules.avi194.71MB
- 10. The Chain Rule.avi194.53MB
- 11. Implicit Differentation and Related Rates.avi194.58MB
- 12. Extrema on an Interval.avi194.6MB
- 13. Increasing and Decreasing Functions.avi194.68MB
- 14. Concavity and Points of Inflection.avi195MB
- 15. Curve Sketching and Linear Approximations.avi195MB
- 16. Applications - Optimization Problems, Part 1.avi194.66MB
- 17. Applications - Optimization Problems, Part 2.avi195MB
- 18. Antiderivatives and Basic Integration Rules.avi194.54MB
- 19. The Area Problem and The Definite Intregral.avi194.58MB
- 20. The Fundamental Theorem of Calculus, Part 1.avi195MB
- 21. The Fundamental Theorem of Calculus, Part 2.avi194.66MB
- 22. Integration by Substitution.avi194.63MB
- 23. Numerical Integration.avi194.99MB
- 24. Natural Logarithmic Function - Differentiation.avi194.63MB
- 25. Natural Logarithmic Function - Integration.avi194.63MB
- 26. Exponential Function.avi194.63MB
- 27. Bases Other than e.avi194.64MB
- 28. Inverse Trigonometric Functions.avi194.96MB
- 29. Area of a Region Between 2 Curves.avi195MB
- 30. Volume - The Disk Method.avi195MB
- 31. Volume - The Shell Method.avi195.01MB
- 32. Applications - Arc Length and Surface Area.avi194.99MB
- 33. Basic Integration Rules.avi194.99MB
- 34. Other Techniques of Integration.avi195.01MB
- 35. Differential Equations snd Slope Fields.avi194.99MB
- 36. Applications of Differential Equations.avi195MB
- 37. End Credits.avi5MB
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