I asked this question in the general form earlier, but the response wasn't what I needed; so here I am, asking it in its specific form.
Note: this ISN'T my homework problem - this is the example problem of the same style that I know the answer to, but I can't figure out how they got the answer.
Consider a random sample X1 ... Xn of normally distributed random variables with mean u and variance = 7.
If n=15, what is the probability that |u - x|<=.4? What if n = 50?
I know the answers to this are .4418 and .7150, but I can't figure out how they got that. I understand how to work backwards from having the probability and finding the c (.4 in this problem), but I can't figure out how to bring it the other way.
2006-10-09
14:42:42
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2 answers
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asked by
Anonymous
3
in
Mathematics