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Interpreting confidence intervals to choose a treatment

Last updated: Mar 29, 2026

Quick Overview

Evaluates confidence-interval interpretation for choosing among feed-ranking treatments with engagement losses. Strong answers compare statistical significance, magnitude, uncertainty, business thresholds, downside risk, and launch recommendations.

  • medium
  • Meta
  • Analytics & Experimentation
  • Data Scientist

Interpreting confidence intervals to choose a treatment

Company: Meta

Role: Data Scientist

Category: Analytics & Experimentation

Difficulty: medium

Interview Round: Onsite

Scenario: Three feed‑ranking tweaks have negative engagement effects with known 95 % CIs. Interpret intervals, assess risk, and pick a launch candidate. ​ Question: Treatments yield CIs: -5(-7.5,-2. 5), -15(-17,- 13), -12(-28,- 4). Interpret and choose which to launch. (Hint: statistical significance, business threshold)

Quick Answer: Evaluates confidence-interval interpretation for choosing among feed-ranking treatments with engagement losses. Strong answers compare statistical significance, magnitude, uncertainty, business thresholds, downside risk, and launch recommendations.

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|Home/Analytics & Experimentation/Meta

Interpreting confidence intervals to choose a treatment

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Meta
Jul 12, 2025, 6:59 PM
mediumData ScientistOnsiteAnalytics & Experimentation
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Feed-ranking Tweaks: Interpret Confidence Intervals and Choose a Treatment

You ran online experiments for three feed-ranking tweaks. The primary metric is percent change in engagement versus control, where negative means worse. Leadership wants a recommendation that weighs statistical significance and business risk tolerance.

Assume the 95% confidence intervals are already adjusted for multiplicity or peeking where relevant.

Data:

  • Treatment A: -5% with 95% CI [-7.5%, -2.5%]
  • Treatment B: -15% with 95% CI [-17%, -13%]
  • Treatment C: -12% with 95% CI [-28%, -4%]

Constraints & Assumptions

  • Interpret both statistical significance and business significance.
  • Compare expected effect, worst-case downside, and uncertainty.
  • Use an acceptable short-term engagement-loss threshold if one is provided; otherwise state the threshold assumption.
  • Do not recommend a launch solely because a result is statistically significant.

Clarifying Questions to Ask Guidance

  • What short-term engagement loss is acceptable for the business?
  • Are there long-term benefits or secondary metrics not shown here?
  • Are guardrails such as retention, satisfaction, safety, or revenue available?
  • Are the CIs for percentage change or percentage-point change?

Part 1 - Interpret Each CI

Interpret the significance, magnitude, and uncertainty for treatments A, B, and C.

What This Part Should Cover Guidance

  • Note that all three CIs are below zero, indicating statistically significant engagement decreases.
  • Compare magnitude of expected loss.
  • Compare uncertainty: B is precise and harmful, C is highly uncertain with large downside, A is moderate and narrower.

Part 2 - Risk and Business Threshold

Assess each treatment against a business threshold for acceptable short-term loss.

What This Part Should Cover Guidance

  • Use the upper and lower bounds to discuss best plausible and worst plausible outcomes.
  • Reject treatments whose confidence interval or expected loss exceeds the acceptable threshold.
  • Consider secondary benefits only if they are credible and measured.

Part 3 - Launch Recommendation

Choose which, if any, to launch and justify the decision.

What This Part Should Cover Guidance

  • If the goal is engagement and no offsetting long-term benefit exists, recommend launching none.
  • If a small short-term loss is acceptable for strategic reasons, A is the least risky candidate for cautious ramp or further testing.
  • Do not launch B or C without strong offsetting evidence because B is clearly harmful and C has wide downside.
  • Recommend more data, longer-term metrics, or targeted ramp where needed.

Follow-up Questions Guidance

  • How would your recommendation change if Treatment A improves retention?
  • What if leadership can tolerate at most a 3% short-term loss?
  • How would you communicate CI uncertainty to non-technical stakeholders?
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