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People often assume that the taller a person is, the larger his or her shoe size is likely to be. Prove it by gathering the

People often assume that the taller a person is, the larger his or her shoe size is likely to be. Prove it by gathering the shoe size and height (in inches) of ten or more adults. In order to standardize the data set, add 2 sizes to the data values of any individuals you survey who wear shoes commonly found in the "men's" section, or sized accordingly. Example enter a size 7 women's as a 7, enter a size 7 men's as a 9. This will adjust for the sizing differential so we have just one set of data.

1.Generate a table for the data.

2.Generate a scatter plot with the regression line and the correlation coefficient reflecting the data and include it in your post.

3.What is the value of the correlation coefficient? What does this mean about the strength or weakness of the correlation?

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