GRE · Quantitative: Data Analysis · California, USA
Quantitative: Data Analysis for the GRE Exam — California candidates
8% of the GRE test plan. GRE Data Analysis covers descriptive statistics (mean, median, mode, range, standard deviation), probability, distributions, and interpretation of graphs, tables, and charts. Calibrated for Californian candidates.
Examiners do not award marks for content alone — they award them for the ability to demonstrate competency in the precise format the test demands. Quantitative: Data Analysis sits at roughly 8% of the Graduate Record Examinations content distribution — Data Analysis is the most applied Quantitative topic on the GRE and appears in both problem-solving and data interpretation cluster questions. Core skills include computing and interpreting mean, median, and mode (especially which measure is resistant to outliers), applying basic probability rules (independent and dependent events, complementary events), understanding normal distribution properties, and reading frequency tables, box plots, histograms, and scatterplots. Graduate programs in social sciences and business weight GRE data analysis heavily. Pass rates for the GRE are published annually by the awarding body and vary by cohort and locale. For California candidates preparing for GRE, the calibration of study to local context matters: California is the largest U.S. testing market for NCLEX, MCAT, SAT, and ACT. The CA Board of Registered Nursing has notoriously long endorsement timelines (8–14 weeks).
Common failure modes
These are the patterns that cause most candidates to lose marks on this topic. Recognising them in advance is half the work.
- !Confusing the mean (sensitive to outliers) with the median (resistant to outliers) — GRE questions about "best measure of central tendency" hinge on this distinction
- !Misapplying probability rules: P(A or B) = P(A) + P(B) − P(A and B), not simply P(A) + P(B) unless mutually exclusive
- !Forgetting to account for "at least one" probability problems using the complement: P(at least one) = 1 − P(none)
- !Misreading bar graphs with dual y-axes or stacked bars — taking extra time to label what each axis represents before computing
Study tips
- 1Memorize the effect of outliers: mean is pulled toward outliers; median is not. In a right-skewed distribution, mean > median > mode.
- 2Practice probability using the complement method for "at least one" questions: 1 − P(none occurring). This is faster and less error-prone than adding up all successful-outcome probabilities.
- 3For standard deviation questions, develop intuition: ~68% of values fall within 1 SD of the mean, ~95% within 2 SDs, ~99.7% within 3 SDs (empirical rule).
- 4In data interpretation clusters, read all available graphs and the question set before solving — sometimes the second or third question uses a different part of the dataset than the first.
- 5For NCLEX-RN: the California Board of Registered Nursing requires LiveScan fingerprinting before ATT release; book early because LiveScan vendors fill 2–3 weeks out.
- 6For MCAT/SAT/ACT: California universities are test-blind for SAT/ACT undergraduate admission as of 2024; verify whether your target medical/grad programs still require MCAT/GRE.
- 7For CDL: California has its own "California Special Requirements" addendum on top of FMCSA; review the CA Commercial Driver Handbook before sitting the written test.
Sample GRE Quantitative: Data Analysis questions
These sample items mirror the format and difficulty of real GRE questions. Practice with thousands more on the free Koydo question bank.
- 1
A bag contains 3 red marbles and 5 blue marbles. Two marbles are drawn without replacement. What is the probability that both marbles are red?
- A3/28Correct
- B9/64
- C3/8
- D6/56
Why this answer?
P(first red) = 3/8. After drawing one red, 2 red and 5 blue remain (7 total). P(second red | first red) = 2/7. P(both red) = 3/8 × 2/7 = 6/56 = 3/28. Option D simplifies to 3/28 as well, so both A and D are equivalent — on an actual GRE, only one form would appear. The key concept is dependent probability without replacement. (Illustrative.)
- 2
In a dataset of test scores, adding a score that is well above the current maximum changes which of the following statistics?
- AMedian only
- BMode only
- CMean and rangeCorrect
- DMean only
Why this answer?
Adding a value well above the current maximum affects: (1) the mean, because every value contributes to the average; and (2) the range, because range = max − min and the new value is the new maximum. The median may or may not change (depends on where the new value falls relative to the middle), but the range definitely changes. Mode is unaffected unless the new score equals an existing mode.
Frequently asked questions
Does the GRE test combinations and permutations?
How should I prepare for GRE data interpretation cluster questions?
What is the GRE pass rate for Californian candidates?
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Regulatory citation: ETS GRE General Test Preparation — Quantitative Reasoning content specifications.