Question: Suppose f (x) is an odd function and is differentiable everywhere. Suppose I) is any positive real number. Show that there exists a number c

Suppose f (x) is an odd function and is differentiable everywhere. Suppose I) is any positive real number. Show that there exists a number c in (b, 13) such that f'(c) = 9 To successfully complete this question: a You must justify your answer using Mean Value Theorem

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