The average employee in the U.S. spends m = 23 minutes commuting to work each day. Assume that the distribution of commute times is normal with a standard deviation of s = 8 minutes a.         What proportion of U.S. employees spends less than 15 minutes a day commuting? b.         What is the probability of randomly selecting an employee who spends more than 35              minutes commuting each day?

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The average employee in the U.S. spends m = 23 minutes commuting to work each day. Assume that the distribution of commute times is normal with a standard deviation of s = 8 minutes

a.         What proportion of U.S. employees spends less than 15 minutes a day commuting?

b.         What is the probability of randomly selecting an employee who spends more than 35

             minutes commuting each day?

 

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