Risk Measures And Screening
Help Questions
USMLE Step 1 › Risk Measures And Screening
A 60-year-old man has baseline 10-year MI risk 30%; statin lowers it to 24% (ARR 6%, RRR 20%). Which statement about the number needed to treat (NNT) is correct?
NNT is $1/0.24\approx4$
NNT equals 6% risk
NNT is $1/0.06\approx17$
NNT is $1/0.20=5$
Explanation
This question tests understanding of risk measures and screening (USMLE Step 1). Risk measures like absolute risk reduction (ARR), relative risk reduction (RRR), and number needed to treat (NNT) help quantify treatment benefits and inform clinical decisions. In this vignette, NNT is key to determining how many patients need statin therapy to prevent one myocardial infarction over 10 years. Choice B is correct because NNT is calculated as 1/ARR, which is 1/0.06 ≈ 17. Choice A is incorrect due to mistakenly using an incorrect ARR value. Teaching strategies include memorizing the formulas for ARR, RRR, and NNT, and practicing their application in patient scenarios to appreciate how baseline risk influences treatment impact. Additionally, discuss these measures in shared decision-making to balance benefits and potential side effects.
A 60-year-old man starts statins. Trial data: MI risk 6% with placebo vs 4% with statin over 10 years (ARR 2%, RRR 33%). Which statement about the number needed to treat (NNT) is correct?
NNT equals the treated risk
NNT is $1/0.02=50$
NNT equals the baseline risk
NNT is $1/0.33\approx3$
Explanation
This question tests understanding of risk measures and screening (USMLE Step 1). Risk measures like absolute risk reduction (ARR), relative risk reduction (RRR), and number needed to treat (NNT) help quantify treatment benefits and inform clinical decisions. In this vignette, NNT is key to determining how many patients need statin therapy to prevent one myocardial infarction over 10 years. Choice A is correct because NNT is calculated as 1/ARR, which is 1/0.02 = 50. Choice B is incorrect due to mistakenly using RRR (0.33) instead of ARR in the NNT formula. Teaching strategies include memorizing the formulas for ARR, RRR, and NNT, and practicing their application in patient scenarios to appreciate how baseline risk influences treatment impact. Additionally, discuss these measures in shared decision-making to balance benefits and potential side effects.
A 50-year-old woman has mammography screening (sensitivity 90%, specificity 91%). Which of the following reflects the test's sensitivity?
True positives among all with cancer
True positives among all test positives
True negatives among all test negatives
True negatives among all with cancer
Explanation
This question tests understanding of risk measures and screening (USMLE Step 1). Risk measures like sensitivity and specificity help understand test accuracy and implications on patient care. In this vignette, sensitivity is key to determining the test's ability to identify disease presence accurately. Choice A is correct because it reflects the test's sensitivity, defined as true positives among all with the disease. Choice B is incorrect due to misrepresenting sensitivity, as it would imply false negatives among diseased. Teaching strategies include focusing on understanding test characteristics like sensitivity and specificity, and applying them to patient care scenarios. Use 2x2 tables to calculate and visualize these measures in different prevalence settings.
A 60-year-old man begins BP therapy. Baseline 10-year stroke risk is 10%; treated risk is 8% (ARR 2%). Which statement about the number needed to treat (NNT) is correct?
NNT is $1/0.20=5$
NNT equals the treated risk
NNT equals the baseline risk
NNT is $1/0.02=50$
Explanation
This question tests understanding of risk measures and screening (USMLE Step 1). Risk measures like absolute risk reduction (ARR), relative risk reduction (RRR), and number needed to treat (NNT) help quantify treatment benefits and inform clinical decisions. In this vignette, NNT is key to determining how many patients need blood pressure therapy to prevent one stroke over 10 years. Choice A is correct because NNT is calculated as 1/ARR, which is 1/0.02 = 50. Choice B is incorrect due to mistakenly using RRR or another value instead of ARR. Teaching strategies include memorizing the formulas for ARR, RRR, and NNT, and practicing their application in patient scenarios to appreciate how baseline risk influences treatment impact. Additionally, discuss these measures in shared decision-making to balance benefits and potential side effects.
A 60-year-old man considers statins. Without treatment, 10-year MI risk is 20%; with statins it is 15% (ARR 5%, RRR 25%). Which statement about the number needed to treat (NNT) is correct?
NNT is $1/0.25\approx4$
NNT is $1/0.05=20$
NNT equals 5% risk
NNT is $1/0.15\approx7$
Explanation
This question tests understanding of risk measures and screening (USMLE Step 1). Risk measures like absolute risk reduction (ARR), relative risk reduction (RRR), and number needed to treat (NNT) help quantify treatment benefits and inform clinical decisions. In this vignette, NNT is key to determining how many patients need statin therapy to prevent one myocardial infarction over 10 years. Choice B is correct because NNT is calculated as 1/ARR, which is 1/0.05 = 20. Choice A is incorrect due to mistakenly using RRR (0.25) instead of ARR in the NNT formula. Teaching strategies include memorizing the formulas for ARR, RRR, and NNT, and practicing their application in patient scenarios to appreciate how baseline risk influences treatment impact. Additionally, discuss these measures in shared decision-making to balance benefits and potential side effects.
A 50-year-old woman undergoes mammography (sensitivity 90%, specificity 91%). Which of the following reflects the test's sensitivity?
The probability cancer is present if test is positive
1 minus the false-negative rate
The probability cancer is absent if test is negative
1 minus the false-positive rate
Explanation
This question tests understanding of risk measures and screening (USMLE Step 1). Risk measures like sensitivity and specificity help understand test accuracy and implications on patient care. In this vignette, sensitivity is key to determining the test's ability to identify disease presence accurately. Choice A is correct because it reflects the test's sensitivity, defined as 1 minus the false-negative rate. Choice B is incorrect due to describing specificity instead, which is 1 minus false-positive rate. Teaching strategies include focusing on understanding test characteristics like sensitivity and specificity, and applying them to patient care scenarios. Use 2x2 tables to calculate and visualize these measures in different prevalence settings.
A 50-year-old woman undergoes screening mammography (sensitivity 90%, specificity 91%). In this clinic, breast cancer prevalence is 1%. Which of the following reflects the test's sensitivity?
P(test− | disease present)
P(test+ | disease present)
P(disease | test+)
P(test− | disease absent)
Explanation
This question tests understanding of risk measures and screening (USMLE Step 1). Risk measures like sensitivity and specificity help understand test accuracy and implications on patient care. In this vignette, sensitivity is key to determining the test's ability to identify disease presence accurately. Choice A is correct because it reflects the test's sensitivity, defined as the probability of a positive test given the disease is present. Choice B is incorrect due to misunderstanding sensitivity's role, as it actually represents the false-negative rate. Teaching strategies include focusing on understanding test characteristics like sensitivity and specificity, and applying them to patient care scenarios. Use 2x2 tables to calculate and visualize these measures in different prevalence settings.