a) If we take a random sample of size 17 from this population distributi for wind speeds what distribution will the data distribution follow? WE effect should we expect if we increase the sample size to 452? b) If we take a random sample of size 40 from the population distribution ! wind speeds, what distribution will the sample mean X follow? If possib determine the value for the mean and standard deviation. c) If we take a random sample of size 17 from the population distributi for wind speeds, what distribution will the sample mean X follow? Wh

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Wind speeds in the midwest are known to have a highly skewed right distribution
with mean u = 13.7 mph and standard deviation o = 5.8.
a) If we take a random sample of size 17 from this population distribution
for wind speeds what distribution will the data distribution follow? What
effect should we expect if we increase the sample size to 452?
b) If we take a random sample of size 40 from the population distribution for
wind speeds, what distribution will the sample mean X follow? If possible,
determine the value for the mean and standard deviation.
c) If we take a random sample of size 17 from the population distribution
for wind speeds, what distribution will the sample mean X follow? What
distribution would the sample mean follow if the population distribution
for wind speeds was normal?
Transcribed Image Text:Wind speeds in the midwest are known to have a highly skewed right distribution with mean u = 13.7 mph and standard deviation o = 5.8. a) If we take a random sample of size 17 from this population distribution for wind speeds what distribution will the data distribution follow? What effect should we expect if we increase the sample size to 452? b) If we take a random sample of size 40 from the population distribution for wind speeds, what distribution will the sample mean X follow? If possible, determine the value for the mean and standard deviation. c) If we take a random sample of size 17 from the population distribution for wind speeds, what distribution will the sample mean X follow? What distribution would the sample mean follow if the population distribution for wind speeds was normal?
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