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In a confidence interval estimate for a population mean or proportion, or comparing two means or two proportions, the margin of error for the confidence interval will be: a)the product of a critical value and the standard deviation of the sampling distribution of the relevant parameter B)a critical value from a standard distribution c)the sample statistic that is used to estimate the relevant parameter D)the product of a critical value and the standard deviation of the population represented by the relevant parameter

In a confidence interval estimate for a population mean or proportion, or comparing two means or two proportions,

the margin of error for the confidence interval will be:

a)the product of a critical value and the standard deviation of the sampling distribution of the relevant parameter

B)a critical value from a standard distribution

c)the sample statistic that is used to estimate the relevant parameter

D)the product of a critical value and the standard deviation of the population represented by the relevant parameter

 
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