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1. Find f(n) when n=4 k , where f satisfies the recurrence relation f(n) ...

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1. Find f(n) when n=4^k, where f satisfies the recurrence relation f(n) = 5f(n/4)+6n with f(1) =1

f(n) = -24n+25n^log₄⁵

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f(n) = 24n+5n^log₄⁵

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f(n) = 25n^log₄⁵

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f(n) = -24-25n^log₄⁵

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