Essay
The postmaster at the Huntington Post Office would like to compare the delivery times to two different locations that are the same distance from Huntington. A random sample of letters is to be divided into two equal groups, the first to be delivered to Location A and the second to be delivered to Location B. Each letter will be delivered on a randomly selected day and the number of days for each letter to arrive at its destination is to be recorded. The measurements for both groups are expected to have a range (variability) of approximately 4 days. If the estimate of the difference in mean delivery times is desired to be correct to within 1 day, with probability equal to 0.99, how many letters must be included in each group? (Assume .) Justify your conclusion.
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