GRE Quant

GRE Quantitative Reasoning Mastery Guide (2026)

Master all three GRE Quant question types โ€” Quantitative Comparison, MCQ, and Numeric Entry โ€” with QC trap avoidance, Data Interpretation strategy, and a 160+ roadmap.

Last updated: 2026 ยท 20 min read

Section Overview

The GRE Quantitative Reasoning section consists of two sections of approximately 20 questions each, with 21โ€“23 minutes per section. Scores range from 130 to 170 in 1-point increments.

A basic on-screen calculator is available throughout both sections. Unlike the SAT, there is no graphing calculator โ€” just a standard four-function calculator with a square root button. You cannot bring your own calculator.

FeatureDetails
Number of sections2
Questions per section~20
Time per section~21โ€“23 minutes
Score scale130โ€“170 (1-point increments)
AdaptiveYes โ€” section-level adaptive
CalculatorBasic on-screen calculator provided (no graphing)
Question typesQuantitative Comparison (QC), Multiple Choice (MCQ), Numeric Entry

The 3 Question Types

TypeFormatAnswer ChoicesShare
Quantitative Comparison (QC)Two quantities (Column A vs. Column B) โ€” choose which is greater or if they are equalA > B | B > A | Equal | Cannot Determine~35โ€“40%
Multiple Choice (MCQ) โ€” SingleStandard problem with 5 answer choices; choose one5 choices (one correct)~35โ€“40%
Multiple Choice โ€” Multiple AnswersChoose ALL correct answers from 5โ€“8 choicesMultiple (no partial credit)~5โ€“10%
Numeric EntryType the exact numerical answer; no choices providedType the number (integer, decimal, or fraction)~15โ€“20%

Quantitative Comparison Deep Dive

QC questions present two quantities and ask you to compare them. The four answer choices are always the same:

A
Column A is greater
B
Column B is greater
C
The two quantities are equal
D
Cannot be determined from the information given

When to choose D (Cannot Determine)

Choose D when the answer depends on the value of a variable or unknown that is not fixed โ€” meaning sometimes A > B and sometimes B > A, depending on the value chosen. To confirm D is correct, find two different values of the variable that give different comparison outcomes.

Important: D is never correct when the quantities are purely numerical (no variables). Two numbers always have a definite relationship.

Strategy for QC questions

1
Simplify both columns

Combine like terms, cancel common factors, simplify expressions. You do not need to find the exact numerical value of each column โ€” just determine which is larger.

2
Perform the same operation on both sides

You can add, subtract, or multiply both columns by the same positive number without changing the comparison. Warning: do not multiply by a negative number without knowing its sign โ€” it flips the comparison.

3
Test special values when variables are present

Plug in numbers strategically: 0, 1, โ€“1, a fraction (1/2), and a large number. If different values give different results, choose D. If they always give the same result, use A, B, or C.

4
Do not calculate both columns to their final value unless necessary

QC rewards efficiency. Often you can determine which column is larger without completing every calculation โ€” look for shortcuts like factoring or canceling.

QC Traps to Avoid

Assuming variables are positive integers

The most common QC trap. Variables on the GRE can be 0, negative, or fractions unless the problem explicitly states they are positive integers. Always test 0, a negative, and a fraction.

Assuming that 'x > 1' means x is an integer

If the problem says x > 1, x could be 1.5, 2.7, or 1,000. Do not assume it is 2. Test the boundaries and non-integers.

Squaring both sides without checking signs

If x > 0, then xยฒ > 0. But if x could be negative, xยฒ could still be positive while x is negative. The comparison of x and xยฒ depends on whether x is between 0 and 1, greater than 1, or negative.

Comparing averages without knowing the count

Column A: average of set A; Column B: average of set B. Without knowing the size of each set, you cannot always determine which is larger.

Geometric figures that are not to scale

GRE geometric figures may not be drawn to scale. Do not assume that what looks like a right angle is one unless it is labeled.

Numeric Entry Strategy

Numeric Entry questions require you to type your answer with no multiple choice guidance. This removes the ability to back-solve from choices and requires precise calculation.

Tips for Numeric Entry

  • Read the units carefully: If the answer needs to be in dollars, make sure you have not left your answer in cents. If the answer needs to be in hundreds, divide accordingly.
  • Fractions: Some Numeric Entry boxes accept fractions (there are two boxes โ€” numerator and denominator). Enter fractions in lowest terms when possible, but ETS accepts equivalent fractions.
  • Decimals: ETS specifies how many decimal places to use (e.g., "round to the nearest tenth"). Follow the instructions exactly.
  • Double-check your arithmetic: With no answer choices to verify against, one calculation error costs the full question. Use the on-screen calculator and check your work.
  • Estimation first: Before calculating precisely, estimate the expected magnitude of the answer. If your calculation gives you 47,000 but your estimate was around 100, you made an error.

Data Interpretation

Data Interpretation (DI) questions always appear at the end of each Quant section โ€” typically the last 3โ€“4 questions. They are based on a shared data set (one or two graphs or tables) and are usually the most time-consuming questions in the section.

What DI questions look like

You will see 1โ€“2 figures (bar charts, line graphs, pie charts, or tables) with 3โ€“4 questions about the data. Questions ask you to read values, calculate changes, compute percentages, make comparisons, and draw inferences. Some are MCQ; some are Numeric Entry.

DI strategy

  • Spend 30 seconds orienting to the figures before reading questions: Check axis labels, units, title, and legend.
  • Read each question carefully: DI questions frequently involve multiple calculation steps โ€” percent of a percent, comparison of two ratios, etc. Write out the steps before calculating.
  • Watch for implied units: A graph showing revenue in millions means you need to multiply or adjust final answers accordingly.
  • Budget 2โ€“3 minutes per DI question: These are intentionally harder and slower. Do not skip them โ€” they are worth full points โ€” but do not let one spiral into 5 minutes.

Common DI calculations

  • Percent change: (new โ€“ old) / old ร— 100
  • Percent of total: (part / whole) ร— 100
  • Ratio comparison: a/b vs. c/d โ€” cross-multiply or convert to decimals
  • Weighted average from a table: sum of (value ร— frequency) รท total frequency

Math Topics Covered

GRE Quant tests math up to and including the level of US high school algebra and geometry โ€” no calculus, no advanced topics. However, some specific topics appear repeatedly and deserve focused attention.

Topic AreaKey Subtopics
ArithmeticIntegers, divisibility, prime factorization, LCM/GCF, fractions, decimals, percentages, ratios, scientific notation, number properties
AlgebraLinear equations and inequalities, systems of equations, quadratics, functions, absolute value, exponents and radicals, sequences
GeometryLines and angles, triangles, quadrilaterals, circles, coordinate geometry, area and perimeter, volume, Pythagorean theorem, special triangles
Data AnalysisMean, median, mode, range, standard deviation, percentile, probability, combinations, permutations, data interpretation (tables and graphs)
Word ProblemsDistance-rate-time, work problems, mixture problems, percent applications, simple and compound interest

Must-Know Formulas

Arithmetic

  • Percent change: (new โ€“ old) / old ร— 100
  • Percent of: part = percent ร— whole
  • Weighted average: sum(value ร— weight) / sum(weights)
  • Simple interest: I = Prt; Compound interest: A = P(1 + r/n)^(nt)

Combinatorics and Probability

  • Combinations (order does not matter): C(n,r) = n! / (r!(nโ€“r)!)
  • Permutations (order matters): P(n,r) = n! / (nโ€“r)!
  • Probability of A and B (independent): P(A) ร— P(B)
  • Probability of A or B: P(A) + P(B) โ€“ P(A and B)
  • Complementary probability: P(event) = 1 โ€“ P(not event)

Statistics

  • Mean = sum รท count
  • Median = middle value in sorted data
  • Standard deviation measures spread โ€” the GRE does not ask you to calculate it from scratch but tests your ability to compare standard deviations

Geometry

  • Triangle area: ยฝbh; Circle area: ฯ€rยฒ; Circumference: 2ฯ€r
  • Pythagorean theorem: aยฒ + bยฒ = cยฒ
  • Coordinate distance: โˆš((xโ‚‚โ€“xโ‚)ยฒ + (yโ‚‚โ€“yโ‚)ยฒ)
  • Volume of cylinder: ฯ€rยฒh; cone: โ…“ฯ€rยฒh; sphere: (4/3)ฯ€rยณ
GRE provides some formulas: ETS provides basic geometry formulas at the start of each Quant section (area, Pythagorean theorem). However, combinatorics, probability, and statistics formulas are NOT provided โ€” memorize those.

On-Screen Calculator

The GRE on-screen calculator is basic: addition, subtraction, multiplication, division, and square root. There is no graphing, no trig, and no memory function. Use it for:

  • Arithmetic with large numbers that would be slow by hand
  • Verifying calculations you did mentally
  • Computing square roots for Pythagorean theorem problems

Do not over-rely on the calculator. Setting up the equation and understanding the concept is the hard part โ€” the calculator only handles the arithmetic. If you are spending more than 20 seconds entering a calculation, you may be working on a problem that requires a conceptual shortcut, not brute-force arithmetic.

GRE Quant Study Plan

Weeks 1โ€“2 โ€” Diagnostic & Arithmetic Foundation
  • โœ“ Take a full timed GRE Quant section and score it
  • โœ“ Categorize wrong answers by topic and question type
  • โœ“ Review all arithmetic: fractions, percentages, ratios, prime factorization
  • โœ“ Memorize all combinatorics and probability formulas
Weeks 3โ€“4 โ€” QC Mastery
  • โœ“ Practice 20 QC questions daily โ€” focus on the 5 trap types
  • โœ“ For every QC with a variable: test 0, 1, โ€“1, and a fraction before choosing your answer
  • โœ“ Practice simplifying both QC columns instead of computing final values
  • โœ“ Review algebra: inequalities, absolute value, exponents
Weeks 5โ€“6 โ€” MCQ, Numeric Entry & Data Interpretation
  • โœ“ Practice 20 MCQ questions daily โ€” use back-solving and plug-in strategies on MCQ
  • โœ“ Practice 10 Numeric Entry questions โ€” focus on units and precision
  • โœ“ Complete 3โ€“4 Data Interpretation sets โ€” track time per set (target 10 minutes for 3โ€“4 questions)
  • โœ“ Review geometry, coordinate geometry, and data analysis formulas
Weeks 7โ€“8 โ€” Full Exam Simulation
  • โœ“ Take 2 full-length GRE practice tests under real timing
  • โœ“ Track Quant score โ€” which question type is your weakest?
  • โœ“ Final targeted drill on remaining weak areas
  • โœ“ Day before exam: review formulas only โ€” rest

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