Question: a) Argue the correctness of the algorithm by induction b) Argue that for the number of comparisons among elements t(n) we have.... c) tabulate the

a) Argue the correctness of the algorithm by induction

b) Argue that for the number of comparisons among elements t(n) we have....

c) tabulate the values for n=1..200 in increments of 20

a) Argue the correctness of the algorithm by induction b) Argue that

1) Consider the following sorting algorithm: function slowsort (A,left,right) if (left A[rightl exchange (A[center],A[right]); slowsort (A,left a) Argue the correctness of the algorithm by induction. b) Argue that for the number of comparisons among elements t(n) we have t(0) 0, t(1) 0, t(n) t(n/2)+t(n/21)+t-1) +1. c) Tabulate the values for n = 1 200 in increments of 20. 1) Consider the following sorting algorithm: function slowsort (A,left,right) if (left A[rightl exchange (A[center],A[right]); slowsort (A,left a) Argue the correctness of the algorithm by induction. b) Argue that for the number of comparisons among elements t(n) we have t(0) 0, t(1) 0, t(n) t(n/2)+t(n/21)+t-1) +1. c) Tabulate the values for n = 1 200 in increments of 20

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