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Interpret and Regularize Regression Models

Last updated: May 20, 2026

Quick Overview

This question evaluates competency in interpreting linear regression coefficients and p-values, selecting and interpreting outcome transformations for skewed continuous metrics, assessing model fit and risks of adding covariates, and understanding regularization methods such as Lasso and Ridge.

  • hard
  • Instacart
  • Statistics & Math
  • Data Scientist

Interpret and Regularize Regression Models

Company: Instacart

Role: Data Scientist

Category: Statistics & Math

Difficulty: hard

Interview Round: Onsite

You are building and interpreting regression models for a product dataset. The outcome variable is a continuous user-level metric such as spend, session duration, or order value. The dataset includes user attributes, prior engagement, device type, geography, and treatment indicators. Answer the following: 1. In a linear regression, how do you interpret a coefficient and its p-value? 2. If the outcome distribution is heavily right-skewed, how would you choose between ordinary linear regression on the raw outcome and linear regression on the log-transformed outcome? What are the downsides of using a log transform? 3. If a regression model has an R-squared close to 0, can you simply add more covariates to improve performance? What are the risks? 4. If a model already has a promising R-squared, should you use Lasso or Ridge regression? Why or why not? How would you evaluate whether regularization helps?

Quick Answer: This question evaluates competency in interpreting linear regression coefficients and p-values, selecting and interpreting outcome transformations for skewed continuous metrics, assessing model fit and risks of adding covariates, and understanding regularization methods such as Lasso and Ridge.

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Instacart
May 3, 2026, 12:00 AM
Data Scientist
Onsite
Statistics & Math
1
0

You are building and interpreting regression models for a product dataset. The outcome variable is a continuous user-level metric such as spend, session duration, or order value. The dataset includes user attributes, prior engagement, device type, geography, and treatment indicators.

Answer the following:

  1. In a linear regression, how do you interpret a coefficient and its p-value?
  2. If the outcome distribution is heavily right-skewed, how would you choose between ordinary linear regression on the raw outcome and linear regression on the log-transformed outcome? What are the downsides of using a log transform?
  3. If a regression model has an R-squared close to 0, can you simply add more covariates to improve performance? What are the risks?
  4. If a model already has a promising R-squared, should you use Lasso or Ridge regression? Why or why not? How would you evaluate whether regularization helps?

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