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Assume that you are given an O(n)-time algorithm Select(A, k) that takes as input an array A of n distinct positive integers and an index
Assume that you are given an O(n)-time algorithm Select(A, k) that takes as input an array A of n distinct positive integers and an index k where l k n and returns the k-th smallest element in A. Using the Select as subroutine to design an O(n) algorithm that, given an array A of n distinct positive integers and an index k e [1,...,n], determines the k numbers in A that are closest to the median element in A. (The median element in A is the n/2 -th smallest element of A.) Why does your algorithm run in linear time
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