Calculus B lesons
42 leson
1
-refresh Change of variables in indefinite integrals
2
- 7.2THE EXPONENTIAL FUNCTION A
3
- 7.2 THE EXPONENTIAL FUNCTION B
4
- 7.3 THE LOGARITHM FUNCTION
5
- 7.3 THE LOGARITHMIC DIFFERENTIATION
6
- 7.4 Integral Using Natural Logarithm and Exponential
7
- 7.4 Integral Using Natural Logarithm and Exponential
8
- 7.5 Inverse Trigonometric functions A
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- 7.5 Derivatives Of Inverse Trigonometric functions
10
- 7.5 Integration Of Inverse Trigonometric functions
11
- 7.6 Hyperbolic functions A
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- 7.6 Hyperbolic functions B
13
- 7.1 The derivative of the inverse function A
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- 7.1 The derivative of the inverse function B
15
- 7.7 Indeterminate Forms and I'Hopital's Rule A
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- 7.7 Indeterminate Forms and I'Hopital's Rule B
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- 8.1 Integration by parts A
18
- 8.1 Integration by parts B
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- 8.2 Trigonometric integrals A
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- 8.2 Trigonometric integrals B
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- 8.3 Trigonometric Substitutions A
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- 8.3 Trigonometric Substitutions B
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- 8.4 Integrals of Rational Function A
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- 8.4 Integrals of Rational Function B
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- 8.3 Quadratic Expressions
26
- 8.3 Miscellaneous Substitutions
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- 8.1 Integration by parts C
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- 8.5 Strategy for integration
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- 8.8 improper integral A
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- 8.8 improper integrals B
31
- 9.1 Arc Length
32
- 9.2 Area of a Surface of revolution
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- 9.3 Application to Physics and Engineering
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- 11.1 11.2 Calculus with parametric curves
35
- 11.1 11.2 Calculus with parametric curves
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- 11.1 11.2 Calculus with parametric curves
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- 11.3 Polar Coordinates
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- 11.3 Graph in Polar Coordinates
39
- 11.4 Areas In Polar Coordinates
40
- 11.4 Areas In Polar Coordinates
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- 11.4 Areas In Polar Coordinates
42
- 11.4 Areas And Lengths In Polar Coordinates
Exams