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How many different kinds of punch can be made from 2 of the following: cranberry juice, apple juice, orange juice, and passion fruit juice? it be 4!x2!/2 right?
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4 choose 2 i think
4 pick 2 would have doubles in it
what do you mean?
i mean that 4 P 2 = 12 and that 4 C 2 = 6
4 P 2 counts apple + cran separate from cran + apple
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4 C 2 weeds out the duplicity
don't think they have that option
\[4P2=\frac{4!}{(4-2)!}\] \[4C2=\frac{4!}{2!(4-2)!}\]
is that minus sign suppose to be a multiplication sign?
no, its spose to be a minus sign; another way to write it is to simplify it as: \(\cfrac{4!}{2!2!}\)
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how did you simplify it?
(4-2)! = 2!
ok thanks ima try next one by myself now
good luck
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