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In a 1996 survey of 1000 american citizens, 300 respondents claimed to be fluent in a second language. Find 94% confidence interval for the true proportion of citizens who are not fluent in a second language
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npq come to mind and recall that an interval is just a form of: mean + z(sd) = x if memory serves
z is determined by a table, find the z score that relates closest to .9400 the mean is determined as the proportion ratio, favored divided by number surveyed and the sd is sqrt(npq) is what i think i recall
correction, the z score is related to .... (1-.94)/2 in this case in order to determine the end of a tail.
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