Question: Problem 1. (20 points) Solve the following recurrence equations and give the solution in 0 notation; show all the steps in the derivation of the

Problem 1. (20 points) Solve the following recurrence equations and give

Problem 1. (20 points) Solve the following recurrence equations and give the solution in 0 notation; show all the steps in the derivation of the solution to get full credit. Assume T(n) is O(1) for sufficiently small n. DO NOT use the Master Theorem 5.6 of the text book. (a) T(n) = 2T(n 1) + 3n2 (b) T(n) = 9T (n/2) + n assuming n is a power of 2. (c) T(n) = 2T (vn) + log n, assuming n = 22for some k > 0

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