In my discrete math textbook, i'm stuck on exercise 25.
25) how many comparisons between values of a[j] and x actually occur when insertion sort is applied to the array of exercise 21?
here is the array from exercise 21 for reference:
a[1] = 7, a[2] = 3, a[3] = 6, a[4] = 9, a[5] = 5

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Ответ:

sonnyboi2305

07.08.2021

Mathematics

A binomial is an expression that has two terms.

(1) Has a single term

(2) Has two terms

(3) Has three terms

(4) Has a single term

So the only binomial out of the answers is (3)

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In my discrete math textbook, i'm stuck on exercise 25. 25) how many comparisons between values of a[j] and x actually occur when insertion sort is applied to the array of exercise 21? here is the array from exercise 21 for reference: a[1] = 7, a[2] = 3, a[3] = 6, a[4] = 9, a[5] = 5