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Statistics & Math interview questions

439 Statistics & Math questions from 87 companies, with hints, runnable code and solution walkthroughs.

Questions439

119 easy239 medium81 hard

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Statistics & Math interview questions by the numbers

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Katkat has 439 Statistics & Math interview questions from 87 companies; the most come from Meta (11%), Capital One (9%) and SIG (Susquehanna) (8%). By difficulty: 27% easy, 54% medium and 18% hard. The most common round is Technical Screen (50%). Frequent concepts include Statistics, Probability, Inference and Hypothesis Testing.

Companies (87)

Difficulty

  • Easy27% · 119
  • Medium54% · 239
  • Hard18% · 81

Interview rounds

  • Technical Screen50% · 218
  • Onsite28% · 124
  • Online Assessment18% · 78
  • HR Screen4% · 18
  • Other0% · 1

Roles

  • Data Scientist78% · 344
  • Software Engineer10% · 43
  • Quantitative Researcher6% · 26
  • Quantitative Trader3% · 14
  • Machine Learning Engineer2% · 10

Frequent concepts

  • Statistics14% · 61
  • Probability11% · 49
  • Inference3% · 15
  • Hypothesis Testing3% · 13
  • probability3% · 13
  • statistics3% · 11

Showing 181–210 of 439 results

  • A fair six-sided die is rolled 1,000 times; estimate the probability that the sum of the faces exceeds a threshold, including a threshold of 600. Tests the mean and variance of one roll, how they scale for a sum of independent rolls, the normal approximation with a continuity correction, and range checks.

    LiftoffMachine Learning EngineerStatistics & MathOnsite
  • This question tests your ability to apply basic queueing theory to compare waiting times and your ability to reason about how distributional shape affects central tendency measures.

    LinkedInData ScientistStatistics & MathTechnical Screen
  • LinkedIn data scientist statistics screen covering pooled versus separate queues, height distributions and mixture distributions, right-skewed network degree, mean-median-mode ordering, and L1/L2 regularization bias.

    LinkedInData ScientistStatistics & MathTechnical Screen
  • This question evaluates mastery of probability theory and stochastic processes, specifically expectation and variance calculations, Markov-chain or recurrence reasoning, and pattern waiting times in Bernoulli trials relevant for a Data Scientist role.

    LinkedInData ScientistStatistics & MathTechnical Screen
  • This question tests your ability to derive the expected value and variance of the sample mean for a sequence of random variables, accounting for the effect of correlation between them.

    LinkedInData ScientistStatistics & MathTechnical Screen
  • Estimate experimental impact from cohort and timestamped metric data using user-level outcomes, difference in means, confidence intervals, and valid testing.

    LinkedInData ScientistStatistics & MathOnsite
  • LinkedIn causal inference prompt on measuring a self-selected app redesign, covering potential outcomes, ATT, propensity matching or weighting, staggered difference-in-differences, event studies, covariates, balance, and pre-trend validation.

    LinkedInData ScientistStatistics & MathOnsite
  • Tests the ability to design and mathematically prove exact random variate generators between biased and uniform bit sources, analyzing termination and expected sample complexity.

    LinkedInMachine Learning EngineerStatistics & MathTechnical Screen
  • Analyze Rider Behavior in Dynamic-Pricing Trial evaluates statistical assumptions, formulas, estimation strategy, uncertainty, edge cases, and interpretation in a realistic interview setting. A strong answer states assumptions, handles edge cases, explains trade-offs, and shows how to validate the result clearly.

    LyftData ScientistStatistics & MathTechnical Screen
  • Tests discrete probability modeling, complementary counting, and Bayesian updating to analyze multi-day commuter behavior across distinct rider segments.

    LyftData ScientistStatistics & MathTechnical Screen
  • This question tests the ability to apply Bayes' Theorem and marginal probability to model commuter behavior and predict ride-hailing demand based on environmental factors.

    LyftData ScientistStatistics & MathTechnical Screen
  • This question evaluates understanding of probability distributions and stochastic modeling—specifically Poisson processes, the Skellam distribution for differences, expectation of minima, and probabilistic capacity planning within the Statistics & Math domain.

    LyftData ScientistStatistics & MathOnsite
  • Evaluates a binomial probability setup for a ride-pricing experiment with two independent offers. Strong answers model the number of reasonable prices as Binomial(2, P), compute exactly one success as 2P(1-P), and compute permanent-rider probability as P squared.

    LyftData ScientistStatistics & MathTechnical Screen
  • Explain Bayes’ Theorem and P-Value in Decision-Making evaluates statistical assumptions, formulas, estimation strategy, uncertainty, edge cases, and interpretation in a realistic interview setting. A strong answer states assumptions, handles edge cases, explains trade-offs, and shows how to validate the result clearly.

    LyftData ScientistStatistics & MathTechnical Screen
  • This question evaluates the ability to model tiered piecewise cost functions, compute total and average unit costs, and perform break-even analysis using basic algebra and arithmetic.

    MathWorksSoftware EngineerStatistics & MathOnline Assessment
  • This question evaluates understanding of probability theory and combinatorics, specifically reasoning about sampling without replacement and calculating event probabilities using counting methods.

    MathWorksSoftware EngineerStatistics & MathOnline Assessment
  • This question evaluates understanding of elementary probability concepts—dependent events, conditional probability, and expected value—using an urn model with draws without replacement.

    MathWorksSoftware EngineerStatistics & MathOnline Assessment
  • This question evaluates the ability to model and reason about constraint-satisfaction on a 2D grid, including logical inference with directional and adjacency relations, combinatorial placement constraints, and determination of uniqueness.

    MathWorksSoftware EngineerStatistics & MathOnline Assessment
  • This question evaluates logical deduction, constraint satisfaction, and basic combinatorial reasoning used to infer ordering from positional clues. Commonly asked to assess a candidate's ability to apply discrete math and spatial reasoning within the Statistics & Math domain, it targets conceptual understanding of constraints rather than practical implementation.

    MathWorksSoftware EngineerStatistics & MathOnline Assessment
  • Calculate the probability that the top-ranked coffees in a blind competition come from the same shop under an exchangeable, tie-free ranking model.

    MercorSoftware EngineerStatistics & MathTechnical Screen
  • A probability brainteaser: two drinks are ordered at each of two coffee shops and every drink receives a quality score, and you must find the probability that both drinks from the first shop outscore both drinks from the second. It tests symmetry arguments, counting rankings, and stating independence and tie assumptions.

    MercorSoftware EngineerStatistics & MathTechnical Screen
  • A probability puzzle in which two customers each buy two cups of coffee of random quality, and you find the chance that one customer's cups are better than the other's. It tests clarifying what better means, using symmetry over rankings, checking the result a second way, and reasoning about ties and correlated cups.

    MercorSoftware EngineerStatistics & MathTechnical Screen
  • Calculate conditional comparison probabilities for coffee quality scores under continuous and discrete distributions, accounting for ties and sample permutations.

    MercorSoftware EngineerStatistics & MathTechnical Screen
  • Evaluates statistical reasoning about right-skewed user comment counts and sampling distributions. Strong answers place median, mean, and p95 correctly, then use the Central Limit Theorem to explain why group averages become less variable and more symmetric.

    MetaData ScientistStatistics & MathOnsite
  • Evaluates distribution analysis for transfer counts after a new P2P payments launch. Strong answers specify the denominator, describe zero inflation and right skew, locate mean, median, mode, and p95, and explain how adoption, cohorts, and exposure change the distribution over time.

    MetaData ScientistStatistics & MathOnsite
  • This question evaluates a data scientist's competency in probabilistic modeling, expected-value decision-making, variance decomposition for mixture distributions, and Poisson/exponential arrival-process analysis within the Statistics & Math domain.

    MetaData ScientistStatistics & MathHR Screen
  • This question evaluates understanding of descriptive statistics for right‑skewed count data and inferential concepts such as sampling distributions, standard error, percentiles, and the Central Limit Theorem, and is commonly asked to probe how skewness and sample size affect central tendency measures and uncertainty in estimates.

    MetaData ScientistStatistics & MathOnsite
  • Evaluates robust summarization and forecasting for long-tailed daily share-count distributions. Strong answers compute mean, median, P1, P99, visualize with log scales or percentile bands, and forecast seasonality with heavy-tail-aware methods.

    MetaData ScientistStatistics & MathOnsite
  • This question evaluates a candidate's competency in sequential hypothesis testing, alpha‑spending rules (Pocock vs O’Brien–Fleming), always‑valid inference methods such as mixture‑SPRT and e‑values, and strategies for controlling error rates across multiple metrics.

    MetaData ScientistStatistics & MathOnsite
  • Meta statistics prompt comparing two ad-insertion strategies, covering binomial moments, deterministic quotas, tail probability for excessive ads, adjacent ad pairs, and risk of long ad runs.

    MetaData ScientistStatistics & MathOnsite

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