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Suppose we define the recursive run time function T(n) such that T(1)= 40 and T(n)=2T(n/2)+60 (for n2 ). Use strong induction to show that there

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Suppose we define the recursive run time function T(n) such that T(1)= 40 and T(n)=2T(n/2)+60 (for n2 ). Use strong induction to show that there are values for c and n0 such that T(n)cn60 for all nn0. 1) Complete the base case (i.e., find a value n0 such that T(n0)cn060)

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