Given p=75%
or p =0.75
margin of error = 12% or 0.12
Now Standard error = sqrt {p(1-p) / n} where n is sample size
Mostly we take 95% confidence
so margin of error for 95%confidence = Z0.05* S.E.
= 1.96* sqrt {p(1-p) / n}
=1.96* sqrt{0.75*0.25/n}
now we have
1.96*0.4330127 /sqrt( n) =0.12
n = { 0.8487049/0.12}2
n= 50
when confidence interval is 99%
n= { 2.58*0.4330127/0.12}2
n= 87
Helen is reading a news article that 75% ± 12% of students from Acsenda find a...
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