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The following numbers are the distribution of standardized (Z) score.pdf

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The document provides the standardized (Z) scores for the number of coffee beverages consumed per day by 20 college students. These Z-scores were calculated based on the original data distribution for coffee consumption among the 20 students by first determining the standard deviation and then converting each data point to a Z-score. The question asks for the mean and standard deviation of this Z-score distribution.

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The following numbers are the distribution of standardized (Z) scores for number of coffee beverages consumed per day by 20 college students. It was obtained by first getting the actual number of beverages consumed among 20 students, then calculating the standard deviation of that original distribution and finally converting each original score into a Z score. What is the mean and standard deviation of this distribution of Z scores? -0.600 1.040 -0.600 -0.055 -0.600 -1.150 -0.055 -1.150 -0.600 -0.600 -0.055 0.488 -0.600 -0.600 3.220 -0.055 -0.055 1.040 1.040 -0.055

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