Question: Consider the following algorithm. 1: function STOOGESORT(A0..n-1)) 2: if n= 2 and A[0] 2 then m+ [2n/31 STOOGESORT(A(O.. m - 1]) STOOGESORT(A(n-m..n-1)) STOOGESORT(A[O..m-1]) 4: 5:

Consider the following algorithm. 1: function STOOGESORT(A0..n-1)) 2: if n= 2 and A[0] 2 then m+ [2n/31 STOOGESORT(A(O.. m - 1]) STOOGESORT(A(n-m..n-1)) STOOGESORT(A[O..m-1]) 4: 5: 6: 7: 8: Prove that the number of swaps executed by Stooge Sort is at most: N 5 2

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