exercise 7.47 - sex discrimination in 1972 see page 382 - the Wall St.pdf

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General Electric was sued in 1972 for sex discrimination due to a minimum height requirement of 5 feet 7 inches for employment. The lawsuit claimed this excluded 94% of adult females. Assuming adult female heights are normally distributed with a mean of 66 inches and standard deviation of 2 inches, what percentage of women would be excluded by the 5 feet 7 inch requirement?

Educação

exercise 7.47 - sex discrimination in 1972 see page 382 - the Wall St. Journal reported in 1972
that General Electric was being sued in Texas for sex discrimination because of a minimum
height requirement of 5 ft. 7 in. The lawsuit claimed that this restriction eliminated 94% of adult
females from consideration. Let x represent height of a randomly selected adult woman. Suppose
that the probability distribution of x is approximately normal with mean 66 inches and standard
deviation 2 inches. Hint: 2 ways to do this: - convert x values to z-scores and use standard
normal distribution. - use R functions with optional parameters mean= and sd= Question 15 (1
point) a) Is the claim that 94% of all women are shorter than 5ft.7 inches correct? True False
Question 16 (1 point) b) What percentage of adult women would be excluded from employment
because of the height restriction? Use 3 significant digits. A

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