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Ms Sloan ask her studens how many ways 5 patients in a hospital could be assigned to 7 identical private rooms.Anita said that the problem dealt with computing C(7,5). Sam disagree ,saying that P(7,5) was the correct way to answer the question .Who is correct ? Why?
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That's what I thought. In that case, Anita is correct, because the order of the rooms is not important, and therefore a combination is more appropriate than a permutation.
tk
Assuming that patients are distinct, this is actually the model of dividing \( n \) distinct items \( r \) identical groups which is \( \frac{r^n}{ r!} \) so I think no one is correct.
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