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Derive asymptotic upper bounds for T ( n ) in the following recurrences. Make your bounds as tight as possible. Do not use the master
Derive asymptotic upper bounds for T n in the following
recurrences. Make your bounds as tight as possible. Do not use the
master theorem. Derive your solutions from scratch. Show all
your steps in order to gain full credits either using the repeated expansion
method or the recursion tree method You may assume that n is always of a power of and
T ; T n T n T n n for n Hint: Draw the
recursion tree. Examine of the sum of costs across a level. Guess a
solution. Then, try to prove by induction.
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