Arnold F. answered 09/28/15
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I'll get you started.
The point estimate (which is the midpoint of the interval) is p=4431/7000.
For a 90% interval you need to find the z-value (say z1) which will give the area under the normal curve between zero and z1 of .45 (1/2 of .90 which you would use for a 90% interval.
You need to use the formula (p - z1*σp , p + z1*σp) for the interval. P we calculated above, z1 you got from the table, and σp = √p(1-p)/7000.
Arnold F.
Yes, the "check mark" is actually a square root sign. The calculation for sigma would be sqr[p(1-p)/7000] = √(.633)(.367)/7000. Don't forget to multiply this result by z1.
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