Which sort has the best big-oh in the best case? Which sort has the best big-oh in the worst case? Which sort does the most swapping in the worst case. Which sorts swap? Which sorts shift? What is the best big-oh off all the sorts?

The answer to these questions can be defined as below:

Explanation:

Question 1:

In the best case big-oh the bubble and selection sort is used, where bubble style simply swaps the items, whereas the sort of sorting takes place by choosing the element.

Question 2:

In the worst case, the merge and selection is used, where Merge-sort splits the list into two sub-lists equally and incessantly names itself in the sublists to still be sorted, whereas Heap-sort is an anti-recursive type.  

Question 3:

In the worst case of swapping the bubble sort algorithm is used.

Question 4:

In sorts of swap selection, bubble, and quick sort is used.

Question 5:

Insertion sorts provide the shift sorts.

Question 6:

The best big-oh is o(n), in the worst case, best case complexity of different sorts are different.

omg taking this same test i was stuck on the same question i was too lazy to read the book sadly i cant really give you an answer to this question too complex the answer will be in chapter 5 of the cay

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