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The basketball team has 12 players.  How many ways can five of them be chosen to play...

  1. The basketball team has 12 players.  How many ways can five of them be chosen to play on the floor if they are each assigned a particular position (center, power forward, small forward, point guard, shooting guard)?
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Answer #1

That is using 12 things in combinations of 5:

! = factorial, where ( example !4 =4*3*2*1)

(12- 5)! = 7! (or 1 x 2 x 3 x 4 x 5 x 6 x 7) = 5,040 different combinations of 5.

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