Questions: Parallel Trends Assumption: Validity and Testing

5 questions to test your understanding

Score: 0 / 5
Question 1 Multiple Choice

A researcher runs a DiD study and finds that treated and control groups have statistically identical pre-treatment trends. A critic argues the study could still be invalid because the groups might have diverged after the treatment date even without the policy. Is the critic right?

ANo — statistically parallel pre-trends fully validates the parallel trends assumption; the DiD estimator is identified
BYes — parallel pre-trends provide indirect supporting evidence but cannot prove counterfactual post-treatment behavior
CNo — if a formal pre-trends test passes at the 5% significance level, the assumption is verified by definition
DYes — parallel trends can only be validated using synthetic control methods, not pre-trend inspection
Question 2 Multiple Choice

What is the purpose of a placebo test in a difference-in-differences study?

ATo confirm that the treatment coefficient is statistically significant at conventional levels
BTo assign fake treatment to an untreated group (or a false treatment date) and check whether a spurious 'effect' appears, which would undermine the parallel trends assumption
CTo test whether the control group's pre-treatment trend is stationary over time
DTo verify that treatment assignment was random across the sample
Question 3 True / False

The parallel trends assumption is fundamentally a counterfactual claim: it asserts what would have happened to the treated group in the absence of treatment, which can never be directly observed.

TTrue
FFalse
Question 4 True / False

If a researcher finds no statistically significant pre-treatment trends in an event study regression, the parallel trends assumption is proven and no further robustness checks are needed before publishing causal estimates.

TTrue
FFalse
Question 5 Short Answer

Why can't the parallel trends assumption be directly tested using post-treatment data, and what can researchers do to build credibility for the assumption before drawing causal conclusions?

Think about your answer, then reveal below.