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Snacks eaten in a year per person 100 Person Sample Mean 127.2300 Median 126.0000 Mode 120.00 Std. Deviation 27.53982 Skewness .051 Std. Error of Skewness

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Snacks eaten in a year per person 100 Person Sample Mean 127.2300 Median 126.0000 Mode 120.00 Std. Deviation 27.53982 Skewness .051 Std. Error of Skewness .241 Range 121.00 1- Write an interpretation of what each statistic tells you about the variable in the blanks. The mean of the Henry D. Thoreau High School student sample is 127.2300. This mean lets me know where the center of the distribution score is located mathematically balanced and tells you the average score, as stated by Heiman (2015, p. 41). This tells me about the variable. The median for this sample is 126.0000. This is the 50 percentile of the data (Heiman, 2015, p. 41). This information tells me about the variable. The mode in this sample, being the most frequent data score, is 120.00. This tells me that the majority of the students from the sample drank this many drinks and it can be assumed that the mode of a larger population study is likely to be around this area as well. The mode being the most frequent score in the data (Heiman, 2015, p. 41). The sample's range is 121.00, indicating the distance between the highest and lowest number as Heiman stated (2015, p. 55). This would tell us the least information from the rest of the measurements. This information also tells me about the variable. The standard deviation of the sample is 27.53982. By Heiman (2015, p. 44) this would be the distance a score is from the mean and also indicates how much a score differs from the mean. This tells me about the variable

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