15:06

Integration by Parts of x e^2x

04:53

Integration by Parts of arc cosx

04:23

Integration by Parts of arctan2x

03:38

Integration by Parts of ln(sqrtx)

03:57

Integration by Parts of x csc^2x

06:01

Integration by Parts of x tan^2x

12:31

Integration by Parts of (arcsinx)^2

05:58

Integration by Parts of t^2 sin2t

12:45

Integration by Parts of Cos(Lnx)

11:19

Integral Using Trigonometric Substitution x=2sin Example

11:24

Integral Using Trigonometric Substitution x=3sin example

12:37

Integral Using Trigonometric Substitution x=2tan example

17:12

Integral Using Trigonometric Substitution x=2tan

07:16

Integral Using Trigonometric Substitution x=2sec

05:27

Exam Review Area Below sqrtx + sqrty = 1

09:28

Exam Review: Find Area Under Absolute Value Function y= 1- Ix/2 -1I and Line y=6x

07:49

Find the Arc Length of ln(x+sqrt(x^2-1))

08:12

Integrals of Inverse Hyperbolic Functions

10:12

Integration by Parts and Three Common Examples

04:27

Integral of cos^5

05:51

Integral of sin^4

02:26

Integral of cos^3

04:41

Integral of sin^5 and cos^2

03:48

Integral of tan^4

04:11

Integral of tan^3 and sec^4

04:40

Integral of tan^5 and sec^7

08:27

Integral Using Trigometric Substitution 3sin

10:39

Integral Using Trigometric Substitution 2tan

14:36

Integral Using Trigometric Substitution tan

08:59

Integral Using Trigometric Substitution sine

10:09

The Idea Behind Integral Using Partial Fraction

12:02

Integral Using Partial Fraction

11:12

Integral Using Long Division and U-Substitution

09:20

Converting a None-Separable DE to Separable DE Using Substitution z=ax+by

09:50

Hyperbolic Identity Sinhx and Coshx

17:30

Inverse Hyperbolic Sine is a ln(x+sqrt x^2+1)

06:47

Inverse Hyperbolic Cosine is a ln(x+sqrt x^2-1)

05:22

Inverse Hyperbolic Tan is a 1/2 ln(1+x / 1-x)

07:50

Prove that The Derivative of Cothx is -csch^2x

20:22

Prove that The Derivative of Tanhx is Sech^2x

17:47

Surface Area of Surface of Revolution with Two Examples around x-axis and y-axis

12:48

Hyperbolic Identity Sechx and Tanhx

19:56

Hyperbolic Functions Definitions and Graphs

06:02

Integration by Parts and Three Basic Examples xsinx, lnx, xe^x

08:04

Inverse Hyperbolic Functions Definitions, Derivatives and Integral

09:18

Hyperbolic Functions Definitions, Derivatives and Integral

08:40

Surface Area of Solid Revolved Around y-axis, y=x^2

03:42

Surface Area of Solid by Rotating y=2sqrtx around x-axis

08:03

Definite Integral Including Linear and Polynomial Functions

06:29

Definite Integral Including Exponential Function b^x and e^x With Algebra Steps

11:26

Definite Integral Including Absolute Value of x-1 Function With Algebra Steps

11:56

Definite Integral Including Absolute Value of x-x^2 Functions With Algebra Steps

10:16

Definite Integral Including Absolute Value of x^2-1 Functions With Algebra Steps

09:55

Integral of Trigonometric Functions Sinx Cosx Secx Ccsx Tanx Cotx

09:13

Integral Using u-substitution Including Linear Function

09:15

Integral Using u-substitution Including Rational and Polynomial Functions

12:58

Integral Using u-substitution Including Polynomial Functions

05:43

Integral Using u-substitution Including sqrtx Function

04:40

Integral Using u-substitution Including sinx and cosx Functions

06:57

Integral Using u-substitution Including sec^2x and tan^x Functions