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Four in Ten Canadians Who Travel by Car Look for Gas

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Four in ten Canadians who travel by car look for gas and food outlets that are close to or visible from the highway. Suppose a random sample of n = 20 Canadians who travel by car are asked how they determine where to stop for food and gas. Let x be the number in the sample who respond that they look for gas and food outlets that are close to or visible from the highway.
a. What are the mean and variance of x?
b. Calculate the interval Four in ten Canadians who travel by car look for gas and food outlets that are close to or visible from the highway. Suppose a random sample of n = 20 Canadians who travel by car are asked how they determine where to stop for food and gas. Let x be the number in the sample who respond that they look for gas and food outlets that are close to or visible from the highway. a. What are the mean and variance of x? b. Calculate the interval   What values of the binomial random variable x fall into this interval?  c. Find   How does this compare with the fraction in the interval   for any distribution? For mound-shaped distributions? What values of the binomial random variable x fall into this interval?
c. Find Four in ten Canadians who travel by car look for gas and food outlets that are close to or visible from the highway. Suppose a random sample of n = 20 Canadians who travel by car are asked how they determine where to stop for food and gas. Let x be the number in the sample who respond that they look for gas and food outlets that are close to or visible from the highway. a. What are the mean and variance of x? b. Calculate the interval   What values of the binomial random variable x fall into this interval?  c. Find   How does this compare with the fraction in the interval   for any distribution? For mound-shaped distributions? How does this compare with the fraction in the interval Four in ten Canadians who travel by car look for gas and food outlets that are close to or visible from the highway. Suppose a random sample of n = 20 Canadians who travel by car are asked how they determine where to stop for food and gas. Let x be the number in the sample who respond that they look for gas and food outlets that are close to or visible from the highway. a. What are the mean and variance of x? b. Calculate the interval   What values of the binomial random variable x fall into this interval?  c. Find   How does this compare with the fraction in the interval   for any distribution? For mound-shaped distributions? for any distribution? For mound-shaped distributions?


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