## Study Design Identification **Key Point:** This is a **case-control study** because the researcher starts by identifying individuals based on disease status (COPD present vs. absent) and then looks backward to assess exposure history. ## Why Case-Control for This Scenario **High-Yield:** Case-control studies are the design of choice when: 1. The disease outcome is relatively uncommon or has a long latency period (COPD develops over decades) 2. The exposure history is distant in the past (20-year occupational exposure) 3. You need rapid, cost-effective data collection 4. You want to study multiple exposures for a single disease ## Comparison of Study Designs | Feature | Case-Control | Cohort | Cross-sectional | RCT | |---------|--------------|--------|-----------------|-----| | **Direction** | Backward (disease → exposure) | Forward (exposure → disease) | Snapshot at one time | Forward with intervention | | **Outcome measure** | Odds Ratio (OR) | Relative Risk (RR), Incidence | Prevalence | RR, NNT | | **Time required** | Short (retrospective) | Long (prospective) | Short | Long | | **Cost** | Low–moderate | High | Low | Very high | | **Best for** | Rare diseases, long latency | Common diseases, acute onset | Hypothesis generation | Causality proof | | **Bias risk** | Recall bias, selection bias | Loss to follow-up | Temporal ambiguity | Ethical constraints | **Clinical Pearl:** In occupational epidemiology, case-control studies are standard because occupational diseases (silicosis, asbestosis, COPD from dust) have long induction periods (10–40 years), making prospective cohort studies impractical. ## Why Odds Ratio, Not Relative Risk? **Mnemonic: ODDS for Case-Control** — In case-control studies, you cannot calculate true incidence because you are not following a population forward in time. Instead, you calculate the **odds of exposure among cases** divided by the **odds of exposure among controls**, yielding an **odds ratio (OR)**. When the disease is rare, OR approximates RR. $$OR = \frac{\text{Odds of exposure in cases}}{\text{Odds of exposure in controls}} = \frac{a \times d}{b \times c}$$ [cite:Park 26e Ch 10]
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