Consider studies designed to compare the occurrence of a binary outcome between two populations: population A and population B. In general, which of the following statements best describes the relationship between the relative risk estimate ( RR_hat ) and the odds ratio estimate (OR_hat ), both based on the same two samples from populations A and B? OR_hat = 1/RR_hat RR_hat and OR_hat may differ in value, but will show the same direction of association. O If RR_hat is greater than 1, then OR_hat will be less than 1. RR_hat and OR_hat will always be equal in value.

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10. Consider studies designed to compare the occurrence of a binary outcome between two populations: population A and
population B. In general, which of the following statements best describes the relationship between the relative risk
estimate ( RR_hat ) and the odds ratio estimate (OR_hat), both based on the same two samples from populations A and
B?
OR_ hat = 1/RR_hat
RR_hat and OR_hat may differ in value, but will show the same direction of association.
If RR_hat is greater than 1, then OR_hat will be less than 1.
RR_hat and OR_hat will always be equal in value.
Transcribed Image Text:10. Consider studies designed to compare the occurrence of a binary outcome between two populations: population A and population B. In general, which of the following statements best describes the relationship between the relative risk estimate ( RR_hat ) and the odds ratio estimate (OR_hat), both based on the same two samples from populations A and B? OR_ hat = 1/RR_hat RR_hat and OR_hat may differ in value, but will show the same direction of association. If RR_hat is greater than 1, then OR_hat will be less than 1. RR_hat and OR_hat will always be equal in value.
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