Explain why a point at which can be declared a local maximum of by examining the sign…

MATHEMATICS · Subjective · A Level · Mathematics · Differentiation · Differentiation

Problem

Explain why a point x=cx=c at which f′(c)=0f'(c)=0 can be declared a local maximum of ff by examining the sign of f′(x)f'(x) on either side of cc.

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