The employee benefits manager of a medium-size business would like to estimate the proportion of full-time employees who prefer adopting plan A of three available health care plans in the coming annual enrollment period. A reliable frame of the company's employees and their tentative health care preferences are available. Using Excel, the manager chose a random sample of size 50 from the frame. There were 17 employees in the sample who preferred plan A. . Construct a 99% confidence interval for the proportion of company employees who prefer plan A. Assume that the population consists of the preferences of all employees in the frame. . Interpret the 99% confidence interval constructed above. 4

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The employee benefits manager of a medium-size business would like to estimate the proportion of full-time employees who prefer adopting plan A of three available
health care plans in the coming annual enrollment period. A reliable frame of the company's employees and their tentative health care preferences are available.
Using Excel, the manager chose a random sample of size 50 from the frame. There were 17 employees in the sample who preferred plan A.
.
.
Construct a 99% confidence interval for the proportion of company employees who prefer plan A. Assume that the population consists of the preferences of all
employees in the frame.
Interpret the 99% confidence interval constructed above.
Transcribed Image Text:The employee benefits manager of a medium-size business would like to estimate the proportion of full-time employees who prefer adopting plan A of three available health care plans in the coming annual enrollment period. A reliable frame of the company's employees and their tentative health care preferences are available. Using Excel, the manager chose a random sample of size 50 from the frame. There were 17 employees in the sample who preferred plan A. . . Construct a 99% confidence interval for the proportion of company employees who prefer plan A. Assume that the population consists of the preferences of all employees in the frame. Interpret the 99% confidence interval constructed above.
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