First, I remember that risk ratio (RR) is used in cohort studies to compare the risk of developing a disease between two groups. The formula is the risk in the exposed group (smokers) divided by the risk in the non-exposed group (non-smokers).
Looking at the data: Smokers (exposed) have 120 cases of hypertension out of 400. So the risk for smokers is 120/400 = 0.3. Non-smokers (non-exposed) have 30 cases out of 600, so their risk is 30/600 = 0.05. Dividing these gives 0.3 / 0.05 = 6. So the RR should be 6.
Now, checking the options. The correct answer is probably option C if the options are in order. But without seeing the options, I have to go with the calculation. The key here is understanding how to calculate risk ratio correctly.
Wait, the user provided the correct answer as option C. Let me confirm. The risk ratio is 6, so if the options are 6, then that's the answer. The user's correct answer is C. So I need to structure the explanation accordingly.
Make sure to explain each part: core concept is risk ratio in cohort studies. Then explain the calculation step by step. The wrong options might involve using odds ratio instead of risk ratio, or miscalculating the numerator and denominator. The clinical pearl would be to remember that risk ratio is for cohort studies, not case-control. Also, emphasizing the importance of incidence rates in each group.
**Core Concept** Risk ratio (RR) is used in cohort studies to compare the incidence of a disease between exposed (e.g., smokers) and unexposed (e.g., non-smokers) groups. It is calculated as **(Incidence in exposed group) / (Incidence in unexposed group)**, where incidence = cases / total population in each group.
**Why the Correct Answer is Right**
In this study, the incidence of hypertension in smokers is **120/400 = 0.3** (30%), and in non-smokers is **30/600 = 0.05** (5%). The risk ratio is **0.3 / 0.05 = 6**, indicating smokers are 6 times more likely to develop hypertension than non-smokers. This reflects a direct comparison of disease risk between the two groups over time.
**Why Each Wrong Option is Incorrect**
**Option A:** Likely represents an odds ratio (e.g., 120Γ570 / 280Γ30 = 8.57), which is inappropriate for cohort studies.
**Option B:** May reflect absolute risk difference (30% - 5% = 25%) rather than relative risk.
**Option D:** Could be a miscalculation (e.g., 120/30 = 4)
Free Medical MCQs Β· NEET PG Β· USMLE Β· AIIMS
Access thousands of free MCQs, ebooks and daily exams.
By signing in you agree to our Privacy Policy.