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: EM132331869

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