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Unformatted text preview: 2 is more than 3 times larger than the median, skewing the data set to the right. Since there are extreme values in both data sets, the median would be a better measure of central tendency than the mean, since the mean averages all data points while the median is/are those data points that divide the distribution in half. In terms of the standard deviation, the spread of X 2 values are much larger than the spread of X 1, this is largely due to outliers (X 1 =232.6; X 2 =1381). In terms of the coefficient of variation, which contrasts the standard deviation relative to the mean, X 2 is twice as large as X 1 ....
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 '10
 Cohn,SaulUri
 Standard Deviation, Mean

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