Sorting (merge) Sort the array (as in Part 2) using merge sort. Write the array content...

Sorting (merge)

Sort the array (as in Part 2) using merge sort. Write the array content after each pass (i.e., from pass 1 to pass 9). Each pass is defined as the completion of one merge operation.

Suppose an array contains the following integers: -1, 20, 10, -5, 0, -7, 100, -7, 30, -10. Sort the array using the following algorithms: selection sort, bubble sort, and insertion sort. For each algorithm, write the array content after each pass (i.e., from pass 1 to pass 9). Each pass is defined as one iteration of the outer loop. There are total of n − 1 passes, where n is the array size.

Expert Solution

venereology answered 6 months ago

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