5. The standard deviation of the weights of year-old cows is known to be 80 pounds. A scientist is interested in finding a 95% confidence interval for the mean weight of year-old cows. The scientist weighs 52 cows. The sample mean is 1250 pounds and the standard deviation is 78 pounds. a. b. Which distribution do you use to compute a confidence interval? Explain your answer. Compute the confidence interval. Don't forget to show your work.

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Please help with question 5 a-b
5. The standard deviation of the weights of year-old cows is known to be 80
pounds. A scientist is interested in finding a 95% confidence interval for the
mean weight of year-old cows. The scientist weighs 52 cows. The sample
mean is 1250 pounds and the standard deviation is 78 pounds.
a
b.
Which distribution do you use to compute a confidence interval?
Explain your answer.
Compute the confidence interval. Don't forget to show your
H
work.
Choose a The
Q Search
(1)
4
M
hp
Transcribed Image Text:5. The standard deviation of the weights of year-old cows is known to be 80 pounds. A scientist is interested in finding a 95% confidence interval for the mean weight of year-old cows. The scientist weighs 52 cows. The sample mean is 1250 pounds and the standard deviation is 78 pounds. a b. Which distribution do you use to compute a confidence interval? Explain your answer. Compute the confidence interval. Don't forget to show your H work. Choose a The Q Search (1) 4 M hp
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