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2 answers

You are looking at a combination: essentially an unordered grouping of a set number of options.

This differs from a permutation, where order is important to the grouping.

Check out the link at the bottom for more info on combinations:

Anyway, if she has 8 people and needs to group them into 5, it will follow:

# of possible teams = 8!/5!(8-5)!

which equals 56 combinations of five person teams from a sample of 8 people.

2007-03-01 07:37:18 · answer #1 · answered by wheresdean 4 · 0 0

40

2007-03-01 15:28:34 · answer #2 · answered by j_oli07 2 · 0 1

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