Rolle’s theorem

E2001745 UNEXPLORED

Rolle’s theorem is a fundamental result in calculus stating that a differentiable function with equal values at two endpoints must have at least one point between them where its derivative is zero.

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Rolle’s theorem canonical	2

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Cauchy’s mean value theorem → hasSpecialCase → Rolle’s theorem ⓘ

Cauchy’s mean value theorem → relatedTo → Rolle’s theorem ⓘ