The following histograms show the number of alcoholic drinks per week for a sample of adult men and a sample of adult women. Alcoholic Drinks Per Week for Men Alcoholic Drinks Per Week for Women LL. Frequency Frequency 15 15- 10- 10 10 15 Alcoholic Drinks Per Week 20 15 Alcoholic Drinks Per Week a. Write 1-2 sentences comparing the shapes of the distributions. Be sure to include the number of mounds, as well as whether each distribution is skewed left, skewed right, or symmetric. b. Write 1-2 sentences comparing the centers of the distributions in the context of the data. Include an estimated interval for the center of each distribution. c. Write 1-2 sentences comparing the variation of the distributions in the context of the data.

MATLAB: An Introduction with Applications
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Chapter1: Starting With Matlab
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The following histograms show the number of alcoholic drinks per week for a sample of adult men and a sample of adult women.
Alcoholic Drinks Per Week for Men
Alcoholic Drinks Per Week for Women
Frequency
Frequency
LL.
15.
15.
10-
10-
54
10
15
10
15
20
Alcoholic Drinks Per Week
Alcoholic Drinks Per Week
a. Write 1-2 sentences comparing the shapes of the distributions. Be sure to include the number of mounds, as well as whether each distribution is skewed left, skewed right, or symmetric.
b. Write 1-2 sentences comparing the centers of the distributions in the context of the data. Include an estimated interval for the center of each distribution.
c. Write 1-2 sentences comparing the variation of the distributions in the context of the data.
Transcribed Image Text:The following histograms show the number of alcoholic drinks per week for a sample of adult men and a sample of adult women. Alcoholic Drinks Per Week for Men Alcoholic Drinks Per Week for Women Frequency Frequency LL. 15. 15. 10- 10- 54 10 15 10 15 20 Alcoholic Drinks Per Week Alcoholic Drinks Per Week a. Write 1-2 sentences comparing the shapes of the distributions. Be sure to include the number of mounds, as well as whether each distribution is skewed left, skewed right, or symmetric. b. Write 1-2 sentences comparing the centers of the distributions in the context of the data. Include an estimated interval for the center of each distribution. c. Write 1-2 sentences comparing the variation of the distributions in the context of the data.
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