Question: Let f(n) be a positive and increasing function. Is the claim f(n) = wif(n)) always true ? If you believe the claim is always true,

Let f(n) be a positive and increasing function. Is the claim

Let f(n) be a positive and increasing function. Is the claim f(n) = wif(n)) always true ? If you believe the claim is always true, prove it; otherwise, show a particular example function for f, on which the claim fails

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