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A club has 15 members. How many ways can the club choose a president, vice president, and treasurer? (Club rules forbid one person from holding more than one office.) Answer 2,730 11.880 1,320 4,704
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We'll use the Fundamental Principle of Counting. There are 15 choices for President. Once somebody is selected, there are 14 choices for VP. Once somebody is selected for that, there are 13 choices for T.
Using the Fundamental Principle, there are 15 * 14 * 13 = ? ways to make the selection of the total 3 officers. So, how many is that?
2730 would be my answer?
That is what I got.
thnx!
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