Evaluate causal power and paywall change
Company: Grindr
Role: Data Scientist
Category: Analytics & Experimentation
Difficulty: medium
Interview Round: Technical Screen
Answer the following two analytics interview cases for a Data Scientist role.
1. **Advertiser causal inference with a limited sample.** You are evaluating an advertiser-facing optimization product called **Performance Plus**. The eligible advertiser population is small, but leadership wants a credible causal estimate of the product's impact. How would you ensure the study has enough statistical power? In your answer, specify:
- the unit of randomization and why;
- the primary success metric(s) and guardrail metric(s), for example ROAS, CPA, spend, conversions, and advertiser retention;
- how you would compute power or minimum detectable effect (MDE);
- how you would improve power when the advertiser population is limited, for example pre-period adjustment, blocking/stratification, longer duration, repeated-measures designs, or Bayesian/sequential approaches;
- the null and alternative hypotheses;
- what surprising or counterintuitive findings you would check for after the experiment, such as heterogeneous treatment effects, interference, Simpson's paradox, or survivorship bias.
2. **Lowering the free-to-paid threshold.** On a subscription app, free users currently hit a paywall after viewing **100 profiles** within the existing product-defined quota period. The CEO proposes lowering the threshold to **80 profiles**. How would you evaluate whether this change is good for the business? Discuss:
- the decision objective, such as short-term subscription conversion versus long-term user lifetime value;
- primary metrics, guardrails, and possible trade-offs;
- experiment design, segmentation, and rollout strategy;
- risks such as churn, reduced matching success, marketplace/network effects, and different impact on new users versus power users;
- how you would interpret the results and make a ship / no-ship recommendation.
Quick Answer: This question evaluates skills in causal inference, experimental design, statistical power and MDE calculation, metric selection (success and guardrail metrics), segmentation, and business-oriented product analytics within the Analytics & Experimentation domain.