Exercise 3 A neighbor grows and sells cucumbers in the summer. She packages them in plastic storage bags and claims that the true mean weight of these bags is 1 pound. To test her claim, you take a...


Exercise 3<br>A neighbor grows and sells cucumbers in the summer. She packages them in plastic storage<br>bags and claims that the true mean weight of these bags is 1 pound.<br>To test her claim, you take a random sample of 64 of these cucumber-filled bags, weigh them,<br>and find the sample mean weight to be x = 1.03 pounds. The population standard deviation is o<br>= 0.08 lbs.<br>(a) Using Minitab determine the 90% confidence interval for the true mean weight µ cucumber<br>bags using the sample data.<br>(b) With 90% confidence, is the neighbor's claim true? Why or why not?<br>

Extracted text: Exercise 3 A neighbor grows and sells cucumbers in the summer. She packages them in plastic storage bags and claims that the true mean weight of these bags is 1 pound. To test her claim, you take a random sample of 64 of these cucumber-filled bags, weigh them, and find the sample mean weight to be x = 1.03 pounds. The population standard deviation is o = 0.08 lbs. (a) Using Minitab determine the 90% confidence interval for the true mean weight µ cucumber bags using the sample data. (b) With 90% confidence, is the neighbor's claim true? Why or why not?

Jun 09, 2022
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