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From the 12 albums released by a musician, the recording company wishes to release 5 in a boxed set. How many different boxed sets are possible, assuming that the order in which the albums are chosen for a boxed set is irrelevant.
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its a combination problem : picking 5 albums from 12 albums
well duh, but how do i figure it out.
use the combuination formula : \(ncr = \frac{n!}{(n-r)!r!}\) \(12c5 = \frac{12!}{(12-5)! 5!}\)
okay thank you
you sure u can do the rest ha ?
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yes. i can. thank you :)
sounds good :)
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