Question: 1. Let T(n) be a running time function defined recursively as 0, n=0 n=1 3T (n -1) - 2T (n 2), n>1 a. Find a

1. Let T(n) be a running time function defined recursively as

1. Let T(n) be a running time function defined recursively as 0, n=0 n=1 3T (n -1) - 2T (n 2), n>1 a. Find a non-recursive formula for T(n) b. Prove by induction that your answer in part (a) is correct. c. Find a tight bound for T(n)

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