the women were found to have Type 2 diabetes. What is the upper bound of a 95% confidence level for the difference in proportion between diabetic men and diabetic women. i.e., Pm - Pw.

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[Statistics] What is the upper bound of the confidence interval?

A random survey of 705 elderly men, aged 70 and more, was taken and 14.6% were found to have Type 2
diabetes. At the same time, a random survey of 688 elderly women, aged 70 and more, was taken and 9.1% of
the women were found to have Type 2 diabetes.
What is the upper bound of a 95% confidence level for the difference in proportion between diabetic men and
diabetic women. i.e., Pm - Pw.
Note: Please round your answer to four decimal places.
Transcribed Image Text:A random survey of 705 elderly men, aged 70 and more, was taken and 14.6% were found to have Type 2 diabetes. At the same time, a random survey of 688 elderly women, aged 70 and more, was taken and 9.1% of the women were found to have Type 2 diabetes. What is the upper bound of a 95% confidence level for the difference in proportion between diabetic men and diabetic women. i.e., Pm - Pw. Note: Please round your answer to four decimal places.
95% CI for, the difference between two population proportions, p₁
- P₂ is:
℗₁ - Â₂ ± [Z*SE(µ₁ − P2)]
Transcribed Image Text:95% CI for, the difference between two population proportions, p₁ - P₂ is: ℗₁ - Â₂ ± [Z*SE(µ₁ − P2)]
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