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Mean Value Theorem and Rolle's Theorem (Calculus 1)

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This Calculus 1 video explains both Mean Value Theorem and Rolle's Theorem, which is a special case of the Mean Value Theorem. We show you how to verify that a function satisfies the criteria of the Mean Value Theorem or Rolle's Theorem, and then how to find the values in the given interval that the theorem guarantees, working out a couple of Mean Value Theorem examples. Necessary conditions of being continuous and differentiable are discussed, and we explain that the theorem shows the existence of a tangent line slope equal to the secant line slope.
0:00 Mean Value Theorem Introduction
2:19 Example (Mean Value Theorem)
6:28 Rolle's Theorem Introduction
8:12 Example (Rolle's Theorem)
0:00 Mean Value Theorem Introduction
2:19 Example (Mean Value Theorem)
6:28 Rolle's Theorem Introduction
8:12 Example (Rolle's Theorem)
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