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J#: Student Name Q8- 15 pts) The number of inversions is an array is the number of (i.j) pairs (where i and j are index

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J#: Student Name Q8- 15 pts) The number of inversions is an array is the number of (i.j) pairs (where i and j are index positions and each pair is considered only once) such that All> A] and i 2] your modification. (1, 3) 1] > A13] (b) Analyze whether the modification would have any impact on the asymptotic (2-3) ARI > A[3] | time complexity of Insertion sort. (1,4) (c) Run your modified version of the Insertion sort algorithm on the above array (2. 4) A[2] > A(4) and show that it can determine the number of inversions to be 5. the number of inversions in an array. Write the modified pseudo code and justify

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