08:08

Calc II: Volume of solid of revolution (3 examples)

06:11

Calc II: Volume of a solid of revolution

06:22

Calc II: Integration by Parts (2 examples, Tabular method)

06:27

Calc II: Integration by Parts ( 2 examples)

08:20

Calc II: Integration by Parts (2 definite integrals)

06:48

Calc II: Area of a region bounded by two curves (u-sub needed)

05:52

Calc II: Average Value a function (u-sub needed)

05:02

Calc II: Definite integral involving sq root of ln (x) with u-sub

05:17

Calc II: Definite integral with u-sub example

05:21

Calc II: Two trig Integrals using u-sub

06:35

Calc II: Find the volume of solid of revolution by y = x^2 and y = 2x

09:23

Calc II: Radius and Interval of a Power Series

09:21

Calc I: Evaluate f'(4) for f(x)=1/sqrt(x) using definition

04:47

Geometry: Area of the region inside the triangle but outside the semicircle

06:30

Calc I: Increasing Decreasing of f(x), given the graph of f'(x)

08:08

Calc II: Taylor series for the function 5/x

10:16

Calc II: Degree 3 Taylor polynomial for f(x)=xe^{-4x}

05:28

Calc II: Improper Integral Example

03:53

Calc II: Simple improper integral example

09:20

Calc II: Improper integral (involves PFD)

06:17

Calculus II: Differential Equations example

08:47

Calc II: Trig Sub definite integral example

08:26

Calc II: Trig sub example

06:37

Calc II: IBP examples (2)

05:36

Calc II: IBP examples (2)

10:57

Calc II : IBP ( 3 examples)

05:04

Calc I: Average velocity and Instantaneous velocity

10:04

Calc I: The slopes of Secant and Tangent Lines

07:35

Calc II: Volume of a solid of revolution example 5

04:25

Calc II: Volume of a solid of revolution example 1

04:43

Calc II: Volume of a solid of revolution example 2

06:18

Calc II: Volume of a solid of revolution example 3

05:36

Calc II: Volume of a solid of revolution example 4

07:39

Calc II: Taylor polynomial for f(x)=e^-x cos(x)

05:08

Calc I: Definite integral as an area under a curve example

08:49

Calc I: Fundamental Theorem of Calculus applications

11:57

Calc I: find distance and displacement by integration

11:29

Diff Eqn: Partial Fraction Decomp for Inverse Laplace Transform 1/3

09:47

Diff Eqn: Partial Fraction Decomp for Inverse Laplace Transform 2/3

04:33

Calc I: Equation of tangent line

06:39

Calc I: 3 limits examples involving infinity

07:08

Calc I: Optimization (sun and comet distance)

06:37

Calc I: MVT example

05:10

Diff Eqn: a linear diff eqn example

04:45

Diff Eqn: a separable ODE example

07:15

Calc I: Related Rates (Ladder sliding down) 2 examples

05:58

Calculus I: Extrema of f(x) = x e^2x

05:22

Calc I: Absolute max or min of f(x) = x / x^2+1

07:28

Logistic Growth formula derivation

09:58

Diff Eqn: Bernoulli's diff eqn (2a)

09:15

Diff Eqn: Bernoulli's diff eqn (2b)

06:55

Diff Eqn: Bernoulli's diff eqn (2c)

11:06

Inverse Laplace Transform: 3 examples

08:04

ODE: solving 2nd order nonhomogeneous by variation of parameters

09:36

ODE: solving 2nd order nonhomogeneous by variation of parameters

06:30

Diff Eqn: Complex conjugate roots IVP

06:25

Diff Eqn: an IVP with complex conjugate roots

11:26

Diff Eqn: Falling body with air resistance (upward direction is positive)

10:38

Diff Eqn: Falling body with air resistance (downward is positive)

09:29

Diff Eqn: Falling body with air resistance (upward direction positive)