A public health team conducts a large prospective cohort study to investigate the association between a novel airborne industrial chemical exposure and the development of adult-onset asthma. The unadjusted (crude) analysis reveals a relative risk (RR) of (95% CI: , ) for asthma in exposed workers compared to unexposed workers.
Concerned about potential extraneous variables, the researchers stratify the data by a history of tobacco smoking. The stratified analysis yields the following results:
| Smoking Status | Relative Risk (RR) | 95% Confidence Interval | p-value |
|---|---|---|---|
| Smokers | 1.3 | 0.9 - 1.8 | 0.18 |
| Non-smokers | 1.2 | 0.8 - 1.7 | 0.22 |
The lead investigator reviews the data, noting that the 95% confidence intervals in the stratified groups cross and overlap with each other. Based on these statistical findings, the investigator concludes that smoking is an effect modifier and that the airborne chemical exposure does not have a true independent association with asthma.
Which of the following is the most accurate statistical critique of the study's findings and the investigator's conclusion?
- The conclusion is incorrect; the data demonstrates that smoking is a confounding variable, as the stratum-specific relative risks are similar to each other but differ significantly from the crude relative risk.Answer
- BThe conclusion is correct; the loss of statistical significance in both strata confirms that smoking modifies the biological effect of the chemical exposure.
- CThe conclusion is incorrect; the loss of statistical significance in the strata is primarily due to a Type II error resulting from diminished statistical power after stratification, rather than confounding.
- DThe conclusion is incorrect; because subjects were tracked based on their exposure status, this represents a case-control design where calculating relative risk is statistically invalid.
- EThe conclusion is correct; the stratification process appropriately adjusted for the changing prevalence of asthma, which normalizes the positive predictive value of the exposure.