This was one question with seven sub-parts and I genuinely did not expect the power calculation at the end.
Start by framing the measurement problem as a causal inference challenge where the ad creates a national treatment with no clean control, then propose a multi-pronged identification strategy combining synthetic control, difference-in-differences with matched markets, and time-series methods. Structure your answer around defining KPIs and windows, building a credible counterfactual, quantifying uncertainty, and validating with falsification and power analyses.
Pro tip: Acknowledge that a 30-second national ad is a one-time, non-randomized shock, so no single method is definitive; instead, triangulate estimates from multiple designs and explicitly state which assumptions are most fragile. Also, mention that Tubi's ad likely drove both installs and engagement, so revenue should be modeled as a function of installs and retention, not just a direct lift.
Specify primary metrics (daily installs, revenue) and secondary metrics (sign-ups, sessions, retention), along with pre-period (e.g., 4-8 weeks before), event window (game day ± 1 day), and post-period (2-4 weeks after) to capture immediate and carryover effects.
Since there is no clean control, propose synthetic control using similar apps/markets, difference-in-differences with matched markets (e.g., DMAs with similar pre-trends), and interrupted time series with counterfactual forecasting; discuss assumptions like parallel trends and no spillovers.
Identify confounders (seasonality, concurrent campaigns, competitor ads, macro trends) and propose falsification tests: placebo tests on pre-period, checking unaffected metrics (e.g., web traffic), and verifying no pre-trend differences.
Use bootstrap or Bayesian methods for credible intervals, and perform a power calculation for detecting a 4% lift in daily installs given historical variance, sample size, and desired power (80%) and significance (5%).
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.