Which of the following algorithms is better to sort a mostly sorted data sequence? A data sequence is mostly sorted if only a handful of integers don't appear in the longest sorted subsequence. For example, the following data sequence is almost sorted since there is only one integer (0) out of place in a sorted sequence of numbers:  1, 2, 3, 4, 0, 5, 6, 7, 8, 9   Question 28 options:   merge sort   selection sort   insertion sort   quick sort

Why is it necessary to read two sorted lists simultaneously when combining them using a binary search and ranking algorithm?

1 Sequence (46, 79, 56, 38, 40, 84), using quick sorting (with the leftmost element as the pivot), the first partition result is: OA 38 46 79 56 40 84 OB 38 79 56 46 40 84 OC 40 38 46 56 79 84 OD 38 46 56 79 40 84 2 Each time an element is taken from the unsorted sequence, compared with the elements in the sorted sequence, and then inserted into the appropriate position in the sorted sequence. What is the name of this sort method? A Bubble sort OB Direct insert sort OC Select sort OD Merge sort

When should Merge Sort be used as opposed to Quick Sort in an algorithm?