Prove that if a function f is continuous at a point x=c and differentiable at x=c then
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Prove that if a function f is continuous at a point x=c and differentiable at x=c then the function is locally Lipschitz continuous at x=c.
Related Book For
Introduction to Real Analysis
ISBN: 978-0471433316
4th edition
Authors: Robert G. Bartle, Donald R. Sherbert
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