GRE · Quantitative: Quantitative Comparison · United States
Quantitative: Quantitative Comparison for the GRE Exam — U.S. candidates
8% of the GRE test plan. Quantitative Comparison (QC) items present two quantities and ask whether Quantity A is greater, Quantity B is greater, they are equal, or the relationship cannot be determined — requiring strategy over computation. Calibrated for American candidates.
High-stakes exams reward two skills equally: knowledge and test-craft. This page focuses on both for one of the most failure-prone areas. Quantitative: Quantitative Comparison sits at roughly 8% of the Graduate Record Examinations content distribution — Quantitative Comparison items make up roughly 40% of all GRE Quantitative questions (about 15 per section). They are the most distinctive GRE question type and require a fundamentally different approach than problem-solving: the goal is to determine the relationship between two quantities as efficiently as possible, not to calculate exact values. Mastering QC strategy — simplification, substitution of edge cases, and recognizing when a relationship is always/sometimes/never true — can dramatically improve Quant scores. In 2024, the published overall rate for GRE candidates in United States was 50% (ETS — GRE General Test Snapshot Report 2023–24 (V+Q ≥ 310 cohort threshold)). For U.S. candidates preparing for GRE, the calibration of study to local context matters: U.S. licensure exams are governed at the state level (CDL, NCLEX) or by national boards (MCAT, GRE). Pearson VUE and PSI are the dominant test-delivery vendors.
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.
- !Computing both quantities fully when simplification would determine the relationship in seconds
- !Trying only one substitution value (often x = 2) when testing variables — always test x = 0, x = 1, x = −1, and a fraction
- !Forgetting that if two different substitution values give different comparison results, the answer is automatically D (cannot be determined)
- !Not cancelling equal quantities from both sides — any quantity that appears identically on both sides can be subtracted or divided out
Study tips
- 1Learn the four QC simplification techniques: (1) add/subtract the same value from both sides, (2) multiply/divide by the same positive value, (3) substitute numbers, (4) use algebraic simplification. Apply them in this priority order.
- 2Always test at least four values when a variable is present: 0, 1, −1, and 1/2. These cover cases where the comparison changes direction.
- 3If the relationship between two quantities depends on a constraint not given (e.g., "x > 0" is not stated when x is a variable), the answer is likely D.
- 4Practice 20 QC problems per session to build pattern recognition — certain algebraic structures recur frequently (absolute values, squares of variables, expressions with fractions).
- 5If you are testing in the U.S., expect GRE delivery via Pearson VUE or PSI test centres — register through the official board portal at least 30 days in advance.
Sample GRE Quantitative: Quantitative Comparison questions
These sample items mirror the format and difficulty of real GRE questions. Practice with thousands more on the free Koydo question bank.
- 1
Quantity A: x² + 2x + 1. Quantity B: (x + 1)². (x is any real number)
- AQuantity A is greater
- BQuantity B is greater
- CThe two quantities are equalCorrect
- DThe relationship cannot be determined from the information given
Why this answer?
Quantity A: x² + 2x + 1 is the expanded form of (x+1)² by the binomial square formula. Quantity B is (x+1)². Therefore A = B for all real values of x. The answer is C. This tests recognizing the special binomial identity — no calculation needed. (Illustrative.)
- 2
Quantity A: |x − 3| when x = −2. Quantity B: |x + 3| when x = 2.
- AQuantity A is greater
- BQuantity B is greater
- CThe two quantities are equalCorrect
- DThe relationship cannot be determined
Why this answer?
Quantity A: |−2 − 3| = |−5| = 5. Quantity B: |2 + 3| = |5| = 5. The quantities are equal. This tests absolute value evaluation with negative inputs — a common QC sub-type.
Frequently asked questions
What does "the relationship cannot be determined" mean in practice?
Should I guess on QC questions or skip them?
What is the GRE Quantitative: Quantitative Comparison pass rate for American candidates?
How long should American candidates study Quantitative: Quantitative Comparison for the GRE?
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Regulatory citation: ETS GRE General Test Preparation — Quantitative Reasoning question types and conventions.