When solving for the sample size needed to compute a 95 percent confidence interval for a population proportion, p, having a given error bound, E, we choose a value of that makes
(1 −
) as small as reasonably possible.
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Q1: When the level of confidence and sample
Q2: The quantity Q3: The t distribution always has n degrees Q5: When the level of confidence and sample Q6: When determining the sample size (n) for Q7: If σ is unknown and there is Q8: The standard error of the sample mean Q9: When determining the sample size, n, if Q10: The more variable that the population measurements Q11: Assuming the same level of significance α,
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