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)find asymptotic upper/lower bounds for t(n). assume that t(n) is constant for small n if not specified otherwise. (a) tn) 3t(n/2) + v (b) t(n) = 5t(n/5) + n log n (c) let c > 0 (d) t(n)-t(vn) + θ(log log n) be sonne constant. t(n) = t(n -1) + nc with t(0) = 0

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