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805+ (Hard)|   Graphs|   Non-Math Related|         
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Adit_
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Based on a study of a 10,000 person sample of the adult population of 27 Jul 2026, 23:42
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The biggest trick, highly subtle is the fact that reduction is "greatest" at the lowest point. The relative risk is the "least", so it makes the reduction the "greatest". Need to be very, very careful.
Iwillget770


Based on a study of a 10,000 person sample of the adult population of Country Y, the unbroken curve on the graph plots an association between daily consumption of various amounts of Beverage Z and the relative risk of contracting Disease X compared to the risk with no consumption of Beverage Z (indicated by 1.00). For the entire adult population of Country Y, the relative-risk values could—because of sampling error—be either higher or lower than for the particular 10,000 person sample studied. Thus the two broken lines show the estimates of how high or how low those relative-risk values for that population could be.­

From the drop-down menus, select the options that create the statement that is most strongly supported by the information provided.

Compared to the risk with no consumption of Beverage Z, the reduction in relative risk of contracting Disease X for adults of Country Y is when the daily consumption of Beverage Z is in the range of 100 mg glasses of Beverage Z are consumed daily.

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MrMaxMan
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Based on a study of a 10,000 person sample of the adult population of 22 Aug 2026, 12:17
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The language on this one tripped me up, but it means what it means. It is asking for the group with the greatest risk reduction. Group 1-3 is the greatest rate of risk reduction, but not the greatest total reduction, that is group 4-6.
Iwillget770


Based on a study of a 10,000 person sample of the adult population of Country Y, the unbroken curve on the graph plots an association between daily consumption of various amounts of Beverage Z and the relative risk of contracting Disease X compared to the risk with no consumption of Beverage Z (indicated by 1.00). For the entire adult population of Country Y, the relative-risk values could—because of sampling error—be either higher or lower than for the particular 10,000 person sample studied. Thus the two broken lines show the estimates of how high or how low those relative-risk values for that population could be.­

From the drop-down menus, select the options that create the statement that is most strongly supported by the information provided.

Compared to the risk with no consumption of Beverage Z, the reduction in relative risk of contracting Disease X for adults of Country Y is when the daily consumption of Beverage Z is in the range of 100 mg glasses of Beverage Z are consumed daily.

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ID: 700269

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