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Suppose you have an algorithm which has the following assuming n is a power of 2, i.e. assuming n=2k, k>0: recurrence relation for W(n), W(n) 2W(n/2)2n + 2 W(n) for n > 1 for n= 1 Using back substitution and assuming n is a power of 2, i.e. n = 2*, find an exact (i.e simplify your verify your final non-recursive) formula for W(n). Be sure to show your work, and to possible. Note that you do NOT need to much as final answer as using induction answer

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