Asked by Terry
In how many different ways can a panel of 12 jurors and 2 alternates be chosen from a group of 15 prospective jurors?
Answers
Answered by
MathMate
If there are 14 people, there are
14C2 ways to choose the 2 alternatives.
If there are 15 people, there are
15C14 ways to choose the 14 people.
So the number of ways of choosing 12 jurors and 2 alternatives is
15C14*14C2
14C2 ways to choose the 2 alternatives.
If there are 15 people, there are
15C14 ways to choose the 14 people.
So the number of ways of choosing 12 jurors and 2 alternatives is
15C14*14C2
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