Все публикации

0:07:54

Rolle’s Theorem With example

0:32:06

Integrating rational functions parts 1 and 2 combined

0:11:06

Integrating rational functions part 2

0:17:48

Integrating rational functions, what to look for to decide which technique to use. Part 1

0:11:31

Trapezoidal Rule and Simpson's Rule, Numerical Integration Methods examples

0:14:45

Trapezoidal Rule and Simpson's Rule Error

0:18:37

Trapezoidal Rule and Simpson's Rule to approximate definite integral values

0:16:03

The Second Fundamental Theorem of Calculus. The definite integral as a function of x.

0:11:57

The Mean Value Theorem of Integrals and the average value of a function on [a,b], example 3

0:08:09

The average value of a function on a closed interval, two examples

0:15:30

The Mean Value Theorem for Integrals and the Average Value of a function

0:13:55

Finding definite integral values the easy way! The Fundamental Theorem of Calculus.

0:27:12

Finding definite integral values using the Fundamental Theorem of Calculus (FTC) part 2

0:07:18

The Extreme Value Theorem Example

0:05:30

The Extreme Value Theorem, an application of derivatives

0:23:19

Evaluating the definite integral using the limit definition

0:14:38

Using the properties of definite integrals with examples, part 2

0:07:41

Finding a definite integral from a graph using geometry formulas

0:16:56

Properties of definite integrals with examples, part 1

0:09:13

Approximating the area of a plane region enclosed by f(x)=x^2 + 1, the x-axis, on [1, 3] with n=4.

0:18:27

Approximating area of a plane region, explanation of the notation

0:24:59

Finding the area between a curve and the x-axis by the limit definition

0:21:22

Approximating area of a plane region caught between the curve and the x-axis over an interval.

0:04:02

How do you approximate area between a function, the x-axis, over an interval using the midpoints.