Question

In how many ways can you select three out of eleven items if order of selection is not important?
Group of answer choices

165

33

990

14

Answer 1

The number of ways that could be selected in the case when the order of selection is not significant is 165.

Given that,

• There is the total of eleven items.
• Out of this only three items are selected.

Based on the above information, the combination should be used i.e. as follows:

$= ^{11}C_3\\\\= \frac{11!}{3!8!}$

= 165

Therefore we can conclude that the number of ways that could be selected in the case when the order of selection is not significant is 165.

Learn more: brainly.com/question/1069940