Question: 6. Big-Oh Induction (3 points) Suppose we define the recursive run time function T(n) such that T(n) = 10 (for n 2). Use strong induction

6. Big-Oh Induction (3 points) Suppose we define the recursive run

6. Big-Oh Induction (3 points) Suppose we define the recursive run time function T(n) such that T(n) = 10 (for n 2). Use strong induction to show that there are values for c and n such that T(n) S en log4n for all n 2 no (by proving this we car conclude that T(n) E O(n log,n)) (1) (1 point) Base case: (2) Inductive step: (0.5 points) What are you assuming (0.5 points) What are you proving: (1 point) Complete the proof

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