Question: Q5.(20 pnt) Consider a recursion tree that looks like this: n (1/2)2 (n/2) (1/4) (1/4) (1) a) What recurrence relation could generate this recursion tree?

Q5.(20 pnt) Consider a recursion tree that looks like this: n

Q5.(20 pnt) Consider a recursion tree that looks like this: n (1/2)2 (n/2) (1/4) (1/4) (1) a) What recurrence relation could generate this recursion tree? b) How many levels would there be in this tree, as a function of n? c) Solve the recurrence to obtain an asymptotic expression for T(n) as a function of n

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