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Give asymptotic tight bound for T(n) = 71(n/2) + n2. Assume that T(n) is constant for n < 2. A. n2 B. n to the power of log s

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Answer: The answer is B i.e., n to the power of log subscript 2 7 end exponent. The explanation is given in the below image.

Explanation According to Theorem I of master theorem T(n) = a T(nb) tenk Then solves to T(n) e olnk) it ac bk T(1)€ 0 (nt log

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