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Stem-and-leaf of Yankees N=40 1813)14141111101010107654422222222222222111012356789101112131415161718192021222324252627282930313255555555555566666907811128067312500000 N=35 Leaf Unit =0.1 Use data file Ch3_Baseball.xIsx. Suppose you are interested in determining how well the highest paid player
Stem-and-leaf of Yankees N=40 1813)14141111101010107654422222222222222111012356789101112131415161718192021222324252627282930313255555555555566666907811128067312500000 N=35 Leaf Unit =0.1 Use data file "Ch3_Baseball.xIsx". Suppose you are interested in determining how well the highest paid player is paid relative to the rest of the players on his team. For each team, convert all the players' salaries into standardized scores. Which one of the following statements is true? Be sure to scroll down through each column of actual salaries to find the largest salary and then find the corresponding standardized score in order to find the largest standardized scores for each team. 1. The highest Z-score for Yankees is about 3.04. II. The highest Z-score for Red Sox is about 2.41. III. Since each of the z-scores are larger than 3 , both of these salaries are outliers. IV. Since the datasets are right skewed, the standardized scores must be greater than 6 to be considered outliers
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