GRE · Quantitative: Quantitative Comparison · Mexico
Quantitative: Quantitative Comparison for the GRE Exam — Mexican 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 Mexican candidates.
For candidates aiming to clear this exam on the first attempt, the difference between Band 6 and Band 7+ — or "passing" and "comfortable margin" — usually comes down to fluency on a small number of high-leverage topics. 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. Pass rates for the GRE are published annually by the awarding body and vary by cohort and locale. For Mexican candidates preparing for GRE, the calibration of study to local context matters: Spanish is the testing language for domestic exams (Ceneval); English-language proficiency tests (TOEFL, IELTS, Cambridge) are popular for U.S. and Canadian study tracks.
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).
- 5For Mexican candidates testing on GRE, English-Spanish bilingual study materials accelerate vocabulary acquisition; use side-by-side passage translations to build decoding speed.
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 pass rate for Mexican candidates?
How long should Mexican 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.