Question: True or false n. A diagnostic test with a negative predictive value of 0.75 means that of those patients testing negative, 75% actually have the
True or false
| n. A diagnostic test with a negative predictive value of 0.75 means that of those patients testing negative, 75% actually have the disease. | T | F |
| o. A diagnostic test with a sensitivity of 0.5 and a specificity of 0.5 means that a patient receiving such a test has a 50% probability of truly having the disease if testing positive and a 50% probability of not having the disease if testing negative. | T | F |
| p. Assuming equivalent test validity and reliability across communities, screening tests conducted in communities with a high prevalence of the disease being screened for will have higher yields than if done in communities with lower prevalence of the disease. | T | F |
| q. A screening test with 99% specificity and 99% sensitivity will necessarily have higher predictive values than a screening test with 50% specificity and 50% sensitivity. | T | F |
| r. Positive predictive value of a screening test depends on its sensitivity and specificity and the prevalence of the disease being tested for in the community. | T | F |
| s. Negative predictive value of a screening test depends on its sensitivity and specificity and the prevalence of the disease being tested for in the community. | T | F |
| t. If it's worse to have false positives than false negatives, the specificity of the screening test should be maximized. | T | F |
| u. If it's found that participants in a screening program were much less likely to die from the disease screened for after 20 years of follow-up compared to non-participants, then the screening program must have been the reason for the reduced mortality. | T | F |
| v. Prevalence is a measure of association used to estimate the rate of disease occurrence in studies of screening programs. | T | F |
| w. Incidence is a measure of disease frequency used to estimate the risk or rate of exposure in diagnostic test studies. | T | F |
| x. A number needed to screen of 20,000 would mean that for every 100,000 people screened, 5 would benefit. | T | F |
| y. A screening program with a number needed to harm of 1000 would be consistent with a risk of harm of 0.002 in the screening group and 0.001 in those not screened. | T | F |
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