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Assume n is an exact power of 2(n=2j for some natural number j) and consider the recurrence T(n)={54T(2n)+7nifn=1ifn>1 Use induction to prove that T(n)=f(n) with

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Assume n is an exact power of 2(n=2j for some natural number j) and consider the recurrence T(n)={54T(2n)+7nifn=1ifn>1 Use induction to prove that T(n)=f(n) with f(n)=5n2+7n(n1)

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