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Test whether US uploads more videos

Last updated: Mar 29, 2026

Quick Overview

This question evaluates a data scientist's competency in observational analytics, metric definition, confounder identification and control, and statistical inference for comparing user-generated content across populations.

  • easy
  • LinkedIn
  • Analytics & Experimentation
  • Data Scientist

Test whether US uploads more videos

Company: LinkedIn

Role: Data Scientist

Category: Analytics & Experimentation

Difficulty: easy

Interview Round: Technical Screen

You want to evaluate the hypothesis: > “US members upload more videos than non‑US members.” You have: ### Table: `video_posts` | column | type | |---|---| | post_date | DATE | | memberid | BIGINT | | video_length | INT | ### Table: `members` | column | type | |---|---| | memberid | BIGINT | | country | STRING | | join_date | DATE | Assume you are analyzing a fixed window (e.g., **2018-12-01 to 2018-12-31**, inclusive), but your approach should generalize. **Task:** Propose a rigorous analysis plan to answer the question. Your plan must include: 1. **Metric definitions** (at least one primary metric and at least two diagnostics/guardrails). For example, decide whether to compare: - total uploads, - uploads per member, - uploads per active member, - uploads per member-day (exposure-adjusted), etc. 2. How you will handle key confounders such as: - different numbers of members in each group, - different member tenure (new vs old accounts), - different activity levels and seasonality. 3. A statistical approach to quantify uncertainty (e.g., confidence intervals, hypothesis tests, regression model), and when you would prefer each. 4. At least one **failure mode** (e.g., Simpson’s paradox from tenure differences) and how you’d detect it. You may include example SQL/Python pseudocode to compute the metrics, but the focus is on correct experimental/observational analysis design and interpretation.

Quick Answer: This question evaluates a data scientist's competency in observational analytics, metric definition, confounder identification and control, and statistical inference for comparing user-generated content across populations.

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LinkedIn
Feb 21, 2026, 8:52 AM
Data Scientist
Technical Screen
Analytics & Experimentation
7
0
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You want to evaluate the hypothesis:

“US members upload more videos than non‑US members.”

You have:

Table: video_posts

columntype
post_dateDATE
memberidBIGINT
video_lengthINT

Table: members

columntype
memberidBIGINT
countrySTRING
join_dateDATE

Assume you are analyzing a fixed window (e.g., 2018-12-01 to 2018-12-31, inclusive), but your approach should generalize.

Task: Propose a rigorous analysis plan to answer the question.

Your plan must include:

  1. Metric definitions (at least one primary metric and at least two diagnostics/guardrails). For example, decide whether to compare:
    • total uploads,
    • uploads per member,
    • uploads per active member,
    • uploads per member-day (exposure-adjusted), etc.
  2. How you will handle key confounders such as:
    • different numbers of members in each group,
    • different member tenure (new vs old accounts),
    • different activity levels and seasonality.
  3. A statistical approach to quantify uncertainty (e.g., confidence intervals, hypothesis tests, regression model), and when you would prefer each.
  4. At least one failure mode (e.g., Simpson’s paradox from tenure differences) and how you’d detect it.

You may include example SQL/Python pseudocode to compute the metrics, but the focus is on correct experimental/observational analysis design and interpretation.

Solution

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