Question: Given an array A with n 1 numbers where n = 2 ^ k for some integer k . One of the values appears exactly

Given an array A with n1 numbers where n =2^k
for some integer k. One of the values appears exactly n/2,another appears exactly n/4 and so on. More formally, for all 1<= k <= log n exists a value that appears exactly n /(2^k) times in the array. Describe an algorithm that sorts A with a run time complexity of \Theta (n), and analyze its
running time.

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