Question: Consider the following pseudocode for a sorting algorithm. Stooge Sort(A[0--.n-1]) if (n = 2) and (A[0] > A[1]) swap A[0] and A[1] else if (n

Consider the following pseudocode for a sorting algorithm. Stooge Sort(A[0--.n-1]) if

Consider the following pseudocode for a sorting algorithm. Stooge Sort(A[0--.n-1]) if (n = 2) and (A[0] > A[1]) swap A[0] and A[1] else if (n > 2) m=ceiling(2n/3) StoogeSort(A[0 --- m - 1]) Stooge Sort(A[n-m-n-1]) Stooge Sort(A[0 --- m - 1]) (a) State a recurrence for the number of comparisons executed by stooge sort. (b) Solve the recurrence to determine the asymptotic running time. Show your work

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