C++ selection sort and insertion sort

Posted on 2010-08-15
Last Modified: 2013-11-17
I would like it if someone would check my answers to make sure I am understanding the sorts properly.  Please and thank you.

Consider the array based list of (10, 4, 8, 2, 7) as input for selection sort and insertion sort algorithms in the following questions:

The number of comparisons made by the selection sort is:   3
The number of comparisons made by the insertion sort is:   7
Note that each swap requires 3 moves.  The number of moves made by the selection sort is:   9
The number of moves made by the insertion sort is:   7
Question by:veeaechone
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Accepted Solution

jhp333 earned 500 total points
ID: 33443062
The number of comparison by selection sort is always n(n-1)/2, which is 10 when n=5.

Author Comment

ID: 33450472
Got it!  Thanks for your help!

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