Question: For each set of values (Rows I. through IV. in the Table; Measure of Effect and Confidence Interval): Interpret the measure of effect select
For each set of values (Rows I. through IV. in the Table; Measure of Effect and Confidence Interval):
Interpret the measure of effect – select an exposure and outcome of your own choice. You may use the same exposure and outcome for each Row
Define “95% Confidence Interval”
How does the confidence interval relate to the value of the Measure of Effect?
Which of the measures of effect is/are significant? How do you know.
Review the Table below
Measure of Effect and Value | 95% Confidence Interval |
I. Odds Ratio = 1.74 | (1.14-2.65) |
II. Relative Risk = 1.54 | (0.97-2.44) |
III. Relative Risk = 2.52 | (1.28-4.90) |
IV. Odds Ratio = 3.24 | (1.44-7.32) |
Step by Step Solution
3.29 Rating (152 Votes )
There are 3 Steps involved in it
Let us suppose that the given odds ratios and risk ratios are regarding the association of DISEASE w... View full answer
Get step-by-step solutions from verified subject matter experts
