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Prove that, whenever f and g are two continuous functions and f(x)>0, then h(x) = f(x

Prove that, whenever f and g are two continuous functions and f(x)>0, then h(x) = f(x)^g(x).

Use the identity h(x) = e^ln(x)
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davros
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Original post by chloeaj95
Prove that, whenever f and g are two continuous functions and f(x)>0, then h(x) = f(x)^g(x).

Use the identity h(x) = e^ln(x)


Have you omitted part of the question? What are you supposed to be proving?

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