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5. (20 pts) Evaluate the following recurrences. Use Master Theorem if applicable. If not - clearly state why and solve the corresponding recurrence using the unfolding method we have seen in class. In each case, give the final answer using Big-O notation. (a) (S pts) T(1)-1, and for n 23: T(n)-1+2T(n/3). You may assume that n is a power of 3.

Can I get help with this questions with solutions written clearly. I need final answer to be in Big-O notation as stated

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