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Prove that the f and g are differentiable

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Reference no: EM131603851

Question: 1. Given that f and g are differentiable everywhere, g is the inverse of f, and that f(3) = 4, f'(3) = 6, f'(4) = 7, find g'(4).

2. An increasing function f(x) has the value f(10) = 5. Explain how you know that the calculations f'(10) = 8 and (f-1) (5) = 8 cannot both be correct.

Reference no: EM131603851

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