Question: Algorithm and Data Structure Consider Quicksort on the array A[1:n] and assume that the pivot element x (used to split the array A[lo:hi] into two
Consider Quicksort on the array A[1:n] and assume that the pivot element x (used to split the array A[lo:hi] into two portions such that all elements in the left portion A[lo:m] are lessthanorequalto x and all elements in the right portion A[m:hi] are greaterthanorequalto x) is the second element of the array to be split (i.e., A[lo + 1]). Construct an infinite sequence of numbers for n and construct an assignment of the numbers 1...n to the n array elements that causes Quicksort, with the stated choice of pivot, to execute optimally (that is A[lo:m] and A[m:hi] are always of equal size) execute in the slowest possible way
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