Recap chapter 18 1. When cars are manufactured the gas mileage will vary from car to car. Suppose that the mean gas mileage for all cars of a certain model is 25 miles per gallon (mpg) and the standard deviation of the mileages for this model car is 2 mpg. Assume that the distribution of the mileages for all cars of this model is a normal distribution. A) Write a sentence that gives the meaning of μ in this example. (NO NUMBERS) B) Sketch the distribution gas mileages of the individual cars of the model. Label the axis with the mean and mean ± SD C) About 95% of the individual cars of this model will have gas mileage between ____ and _____. (Put your answer with your work.) D) Suppose 15 cars of this model are randomly selected and their mean gas mileage is calculated. If many such samples were drawn sketch the sampling distribution of the sample means. E) 95% of random samples of 15 cars of this model will have mean gas mileage between ____ and _____. (Put your answer with your work.)
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