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Counting sort or radix sort

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(a) You're given a set of n numbers, each of which has value 1, 100, or 2n . How fast can you sort these numbers, and why?

(b) You're given a set of n integers, each of which has a value between 1 and (n log n) log n. Can counting sort or radix sort be used to sort in worst case time that is faster than Θ(n log n)? Justify your answer.

Reference no: EM132320185

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