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Raw data is organized into a frequency table. Why would the raw data to differ from the mean of the frequency table? 13. we e
Raw data is organized into a frequency table. Why would we expect the mean of the raw data to differ from the mean of the fre
Raw data is organized into a frequency table. Why would the raw data to differ from the mean of the frequency table? 13. we expect the mean of 14. mode, but different standard deviations Create two data sets, each with n = 5, that have the same mean, median, and 15. Construct a data set for which N = 7, u = 9, a = 0 16. Graphical Reasoning Both data sets shown in the stem-and-leaf plots have a mean of 165. One has a standard deviation of 16, and the other has standard deviation of 24. By looking at the stem-and-leaf plots, which is which? Explain your reasoning a (a) 12 Key: 12 8 128 (b) 12 Key: 13/1 131 8 9 13 5 5 8 13 e
Raw data is organized into a frequency table. Why would we expect the mean of the raw data to differ from the mean of the frequency table? 13. 14. Create two data sets, each with n mode, but different standard deviations. Construct a data set for which 5, that have the same mean, median, and 15. N 7, 9, a =0 16. Graphical Reasoning Both data sets shown in the stem-and-leaf plots have a mean of 165. One has a standard deviation of 16, and the other has a standard deviation of 24. By looking at the stem-and-leaf plots, which is which? Explain your reasoning (a) 12 8 9 Key: 12/8 128 (b) 12 Key: 13/1 131 13 5 58 13 1 14 1 2 14 2 3 5 15 7 15 0 4 56 8 0 0 6 16 1 1 2 3 3 3 16 4 5 9 17 6 8 17 1 5 8 8 1 3 18 2 3 4 5 18 089 19 0 2 19 6 20 20 3 5 7
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