In this problem use the Master Theorem to find and prove tight bounds for these recurrences (or show that the Master Theorem does not apply). NB: You will be docked points if you fail to clearly indicate the epsilons for the 1st and 3rd case, test the regularity condition for the third case, provide the log power for the useful extension of the 2nd case, or omit the proof that function f(n) is in the required asymptotic class for each case. 1. (2 points) T(n) if n