Relative risk is defined to be the ratio of success proportions between two groups. Suppose that a 95% confidence interval for a relative risk is found to be (1.32, 2. 62). Would you conclude that the sample data provide strong evidence that the success proportions in the two groups differ, and why? Yes, because the confidence interval is entirely greater than zero than one Yes, because the confidence interval is entirely greater No, because the confidence interval is entirely greater than zero No, because the confidence interval is entirely greater than one 10
Relative risk is defined to be the ratio of success proportions between two groups. Suppose that a 95% confidence interval for a relative risk is found to be (1.32, 2. 62). Would you conclude that the sample data provide strong evidence that the success proportions in the two groups differ, and why? Yes, because the confidence interval is entirely greater than zero than one Yes, because the confidence interval is entirely greater No, because the confidence interval is entirely greater than zero No, because the confidence interval is entirely greater than one 10
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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![Relative risk is defined to be the ratio of success proportions between two groups. Suppose
that a 95% confidence interval for a relative risk is found to be (1.32, 2.62). Would
you conclude that the sample data provide strong evidence that the success proportions in the
two groups differ, and why?
Yes, because the confidence interval is entirely greater than zero
Yes, because the confidence interval is entirely greater than one
No, because the confidence interval is entirely greater than zero
No, because the confidence interval is entirely greater than one
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Transcribed Image Text:Relative risk is defined to be the ratio of success proportions between two groups. Suppose
that a 95% confidence interval for a relative risk is found to be (1.32, 2.62). Would
you conclude that the sample data provide strong evidence that the success proportions in the
two groups differ, and why?
Yes, because the confidence interval is entirely greater than zero
Yes, because the confidence interval is entirely greater than one
No, because the confidence interval is entirely greater than zero
No, because the confidence interval is entirely greater than one
Previous Page
Next Page
Page 7 of 42
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