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How many different teams of 7 people can be chosen, without regard to order, from a squad of 15? would i do 15!/7! ?
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Yes, you are right.
without regard to order => so you want a combination of 7 out of 15 which is 15C7 = 15!/7!(15-8)!
\[\binom{15}{7} \]
Oh no, I got confused between 15p7 and 15c7
|dw:1337423335344:dw| this?
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yes this is it
The squad consists of 6 forwards and 9 defenders. How many different teams containing 3 forwards and 4 defenders can be chosen? would this be |dw:1337423419897:dw|
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