Mean Value Theorem: Corollary Theorems

The mean value theorem can be used to establish some of the basic facts of differentiable calculus. In this video I go over some of the corollary theorems that follow from the mean value theorem such has when the derivative is zero across an interval then the function is constant.

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Mean Value Theorem: Example: http://youtu.be/MVa6cj5qOR8 Mean Value Theorem - A Simple Proof: http://youtu.be/x-2MiiG2E38 Mean Value Theorem - Examples: http://youtu.be/qnqURkmj39s Cauchy's Mean Value Theorem - A simple proof: http://youtu.be/sBW-LwoFWLY Tangent and Secant Lines: http://youtu.be/9E6fBySBsYw Precise Definition of a Limit - Example 2: Proving limits exists: http://youtu.be/HC-ClOx1sFs Types of Intervals - Closed vs Open Intervals: http://youtu.be/wGthQDEixcw .

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