More Definite Integrals and the Area Under a Curve (4.4 p 293 # 62)
Thursday, December 2, 2021
More definite Integrals and Area under a Curve (4.4 p 293 # 62)
Friday, November 26, 2021
MVT for Integrals, 1st FTC, and 2nd FTC Proofs
Section 4.4 is chock full of gold. There is a lot there, so the video lets you take it in.
Here are the Subjects by Time:
0:00 - The MVT for integrals (Average Value Thm) & AVERAGE VALUEs
4:20 - An example with f(x) =6 and a curious observation
6:24 -The First Fundamental Theorem Proof
11:16 - An Example of FTC1
12:51 - "Net Change Theorem" version of FTC1 with a "word problem" example
15:27 -The Second Fundamental Theorem of Calculus with for examples
19:05 - The End
Sunday, January 10, 2021
Mean Value Theorem for Integrals with the TI-84 (4-5#85)
Mean Value Theorem for Integrals with the TI-84 (4-5#85)
Estimating Average Sales with t he TI-84 and the Mean Value Theorem for Integrals (4-5#85)
Summer Topic: Domains
Not all functions can take any number. The set of numbers that the function can accept is called a domain. Here we review how to analyze a ...
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Not all functions can take any number. The set of numbers that the function can accept is called a domain. Here we review how to analyze a ...
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An Accumulation function (4.4 p. 293# 67) An Accumulation function is a function that is a function of the accumulation of area under a cur...
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Can a piece-wise function be differentiable? If it is continuous, and the slopes from the left and the right are the same, yes!
