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Handle multiple experiment metrics and communication

Last updated: Mar 29, 2026

Quick Overview

This question evaluates a data scientist's competency in experimental design and analysis, including hypothesis hierarchy, multiple-testing control, pre-registration practices, guardrail-based gating, trade-off assessment, and concise stakeholder communication.

  • hard
  • Tubi
  • Analytics & Experimentation
  • Data Scientist

Handle multiple experiment metrics and communication

Company: Tubi

Role: Data Scientist

Category: Analytics & Experimentation

Difficulty: hard

Interview Round: Technical Screen

You run an experiment with multiple outcomes. Primary: conversion; secondary: ARPU; guardrails: latency p95 and crash rate. Results: conversion +1.1 pp (p=0.04), ARPU −3% (p=0.08), latency +2% (p=0.20), crash rate +0.15 pp (p=0.03). (a) Set a principled decision framework: declare hypotheses hierarchy, whether to gate on guardrails, and the acceptable risk levels. (b) Choose and justify a multiple‑testing control (e.g., Holm, Hochberg, or BH for FDR) and show which conclusions change under it. (c) Explain how you would pre‑register metrics and stopping rules to avoid p‑hacking. (d) Draft a brief (≤120 words) message to the PM explaining the decision and trade‑offs in plain language. (e) If you must ship despite a guardrail hit, propose a mitigation and a follow‑up plan.

Quick Answer: This question evaluates a data scientist's competency in experimental design and analysis, including hypothesis hierarchy, multiple-testing control, pre-registration practices, guardrail-based gating, trade-off assessment, and concise stakeholder communication.

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Tubi
Oct 13, 2025, 9:49 PM
Data Scientist
Technical Screen
Analytics & Experimentation
3
0
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Multi‑Outcome Experiment: Decision Framework, Multiplicity, Pre‑registration, and Communication

Context

You ran an A/B test with:

  • Primary metric: conversion
  • Secondary metric: ARPU
  • Guardrails: p95 latency and crash rate

Observed effects (two‑sided p‑values):

  • Conversion: +1.1 percentage points, p = 0.04
  • ARPU: −3%, p = 0.08
  • p95 Latency: +2%, p = 0.20
  • Crash rate: +0.15 percentage points, p = 0.03

Assume independent randomization, standard frequentist testing, and that guardrails are safety (worsening is bad).

Tasks

(a) Propose a principled decision framework: specify hypothesis hierarchy, whether/how to gate on guardrails, and acceptable Type I error rates.

(b) Choose and justify a multiple‑testing control (e.g., Holm, Hochberg, Benjamini–Hochberg for FDR). Apply it to the given results and note which conclusions change.

(c) Explain how to pre‑register metrics, families, and stopping rules to avoid p‑hacking.

(d) Draft a ≤120‑word message to the PM with the decision and trade‑offs in plain language.

(e) If you must ship despite a guardrail hit, propose a mitigation and follow‑up plan.

Solution

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