Suppose x1, x2,..., xn are observed values resulting from a random sample from a symmetric but possibly

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Suppose x1, x2,..., xn are observed values resulting from a random sample from a symmetric but possibly heavy-tailed distribution. Let x̃, and fs denote the sample median and fourth spread, respectively. Chapter 11 of Understanding Robust and Exploratory Data Analysis (see the bibliography in Chapter 6) suggests the following robust 95% CI for the population mean (point of symmetry):
Suppose x1, x2,..., xn are observed values resulting from a

The value of the quantity in parentheses is 2.10 for n = 10, 1.94 for n = 20, and 1.91 for n = 30. Compute this CI for the data of Exercise 45, and compare to the t CI appropriate for a normal population distribution.

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