Calculus 2 Integrals! (Ultimate Playlist)
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What you'll learn
This course includes
- 11 hours of video
- Certificate of completion
- Access on mobile and TV
Course content
1 modules • 36 lessons • 11 hours of video
Calculus 2 Integrals! (Ultimate Playlist)
36 lessons
• 11 hours
Calculus 2 Integrals! (Ultimate Playlist)
36 lessons
• 11 hours
- u substitution: how to choose the "u" 28:20
- A derivative & integral review you need before you start Calculus 2 01:46:35
- Remember these integrals for calculus 2 06:28
- How to do integration by parts 16:15
- How to do the DI Method (for integration by parts) 24:10
- Integrals with both u-substitution & the DI method 14:48
- trig integrals involving sine and cosine (calculus 2) 15:42
- Trig integrals involving secant and tangent (calculus 2) 16:51
- Trig substitution integration (x=a*sinθ, 4 examples, calculus 2) 24:04
- Trig substitution integration (x=a tanθ, 4 examples, calculus 2) 20:50
- Trig substitution integration (x=a secθ, 4 examples, calculus 2) 26:37
- Integral of sqrt(x^2+1), integral of sqrt(x^2-1), integral of sqrt(1-x^2) 17:27
- how to setup partial fractions (all cases) 09:08
- how to solve partial fractions 14:48
- No need for partial fraction decomposition (6 integrals of rational functions) 10:31
- Integration By Partial Fractions (distinct linear factors) 13:09
- 3 rational function integrals, 3 different methods! 04:49
- Integration By Partial Fractions (irreducible quadratic factors) 19:09
- Integration By Partial Fractions (repeated linear factors) 28:40
- What integral technique do I use? (13 examples, calculus 2) 27:39
- Type 1 improper integrals! (8 examples, calculus 2) 27:48
- Type 2 improper integrals! (8 examples, calculus 2) 26:18
- Where did this improper integral go wrong? 09:47
- Comparison test for convergence and divergence of improper integrals 16:56
- Be careful when choosing an improper integral for the comparison test (example 1) 08:45
- Be careful when choosing an improper integral for the comparison test (example 2) 06:58
- Integrals with hyperbolic functions (8 examples, calculus 2) 22:18
- Integral of sqrt(x^2-1)/x^4 with trig substitution 12:24
- Integral of 1/sqrt(x^2+16), Trig sub vs hyperbolic sub 10:29
- I thought this integral was impossible 06:05
- The integral formulas for the centroid of a region (center of mass) 15:13
- Integral formulas for area, volume (disk method), arc length, & surface area 22:02
- Midpoint rule, trapezoidal rule and the Simpson’s rule (which numerical method is the best?) 08:01
- The easiest way to do Midpoint, Trapezoidal, & Simpson's rules! (w/ TI84 graphing calculator) 08:23
- Can the trapezoidal rule beat the midpoint rule for approximating an integral? Calculus 2 07:54
- Can the Midpoint Rule Beat Simpson's Rule for approximating an integral? Calculus 2 07:48
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