Consider the recurrence relation T(n) where T(0) = T(1) = 6 and when n > 1 we have: T(n) = 5T () + 8n (For simplicity the floor function has been omitted. You do not need to consider it in your solution.) Use recursion trees or repeated substitution to come up with a guess for a tight bound for this recurrence relation. You do not need to prove your bound correct using induction. However, merely stating a bound alone with no work is incomplete.

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