GRE 2026

GRE Quantitative Comparison: how to solve it

31 August 2026 · 12 minute read · by Jaclyn Caruana, MBA

Quantitative Comparison is the GRE quant question type that rewards technique over raw calculation. Instead of solving for an answer, you decide which of two quantities is larger, and often you never finish the arithmetic at all. This guide covers the four answer choices, the one rule that eliminates a wrong answer instantly, the plug-in-numbers method, the traps that catch strong math students, and interactive practice with full solutions.

🎯 The short version

A Quantitative Comparison question shows Quantity A and Quantity B and asks which is greater. The four answer choices never change. The single most useful rule: the answer is "cannot be determined" only when there are variables. If both quantities are plain numbers, the answer must be A, B, or C. The method is to compare, not calculate, and when variables appear, to plug in 0, 1, a negative, and a fraction. The on-screen calculator is available, but comparison usually beats computation.

What Quantitative Comparison asks

Most quant questions ask you to find a value. Quantitative Comparison asks a narrower question: which of these two quantities is bigger? You are shown Quantity A and Quantity B, sometimes with a piece of centered information that applies to both, and you choose from four fixed answers. You frequently do not need to compute a final number, only to establish a relationship.

The four answer choices are identical on every question, so memorize them:

ChoiceMeaning
AQuantity A is greater.
BQuantity B is greater.
CThe two quantities are equal.
DThe relationship cannot be determined from the information given.

The on-screen calculator is available here, the same one covered in our GRE calculator simulator, but Quantitative Comparison usually rewards comparison over calculation.

The one rule that removes a wrong answer instantly

Here is the highest-value fact about Quantitative Comparison: choice D, cannot be determined, is only possible when the quantities contain a variable or an unknown. If both quantities are made only of numbers, then one relationship is always true, so the answer has to be A, B, or C. You can cross out D before you do anything else.

The reverse is the real skill. When there is a variable, you cannot trust a single test case. The relationship might hold for the number you tried and flip for another, and the moment it flips, the answer is D.

The method: compare, do not calculate

Interactive Quantitative Comparison practice

Work through these four questions. Decide which quantity is greater, then check your answer and read the full solution. Each lands on a different answer choice and shows a different principle.

Interactive practice 1 of 4
Quantity AQuantity B
\(2^4\)\(4^2\)

Answer: C, the two quantities are equal. \(2^4 = 16\) and \(4^2 = 16\), so the quantities are equal. Key rule: when both quantities are plain numbers with no variable, the answer is always A, B, or C, and never "cannot be determined." A number-only comparison always has a definite answer.

Interactive practice 2 of 4
Quantity AQuantity B
\(5^3\)\(3^5\)

Answer: B, Quantity B is greater. \(5^3 = 125\) and \(3^5 = 243\), so Quantity B is larger. The trap is assuming the larger base wins. With pure numbers, do the short calculation rather than guessing from the shape of the expression.

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Interactive practice 3 of 4

Given that \(0 < y < 1\):

Quantity AQuantity B
\(y\)\(y^2\)

Answer: A, Quantity A is greater. For any number strictly between 0 and 1, squaring makes it smaller. For example, \(0.5^2 = 0.25\), which is less than 0.5. So \(y > y^2\) for every allowed value of y, and Quantity A is greater. Use the given constraint, and do not test values outside \(0 < y < 1\).

Interactive practice 4 of 4

x is a nonzero number.

Quantity AQuantity B
\(x^2\)\(x^3\)

Answer: D, the relationship cannot be determined. Try \(x = 2\): \(x^2 = 4\) and \(x^3 = 8\), so B is greater. Try \(x = 0.5\): \(x^2 = 0.25\) and \(x^3 = 0.125\), so A is greater. The relationship changes depending on the value, so it cannot be determined. This is the signature Quantitative Comparison trap: always test a negative and a fraction, not just positive integers.

The four traps that cost the most points

TrapWhat happensThe fix
Only testing positive integersA statement looks true for x = 2, so you pick A or B, but it flips for a negative or a fraction.Always test 0, 1, a negative, and a fraction before committing.
Choosing D on a number-only questionYou pick cannot be determined even though both quantities are constants.With no variable, one relationship is always true. Cross out D immediately.
Calculating too farYou compute exact values when a quick comparison would have settled it.Stop the moment you can see which side is larger.
Multiplying both sides by a variableYou multiply or divide by an expression that could be negative, which flips the inequality.Only apply an operation to both sides when you are certain it is positive.

How to get better at Quantitative Comparison

Quantitative Comparison rewards the same habits across the whole Quant section, so strong QC work lifts your score directly. To see how raw performance becomes a scaled score, read how GRE section-adaptive scoring works, practice GRE Data Interpretation sets, keep the GRE quant formula sheet handy, and project your result with the GRE score calculator, then sharpen GRE Numeric Entry. Moving on to GRE Verbal? Start with GRE Text Completion.

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Frequently asked questions about GRE Quantitative Comparison

What are the four Quantitative Comparison answer choices?

They are fixed on every question: (A) Quantity A is greater, (B) Quantity B is greater, (C) the two quantities are equal, and (D) the relationship cannot be determined from the information given.

When is the answer cannot be determined?

Choice D is only possible when the quantities involve variables or unknowns. If both quantities are plain numbers, one relationship is always true, so the answer must be A, B, or C, never D.

How do you solve Quantitative Comparison questions?

Compare rather than calculate: simplify both quantities by doing the same operation to each, then decide which is larger. When variables are involved, plug in strategic numbers including 0, 1, a negative, and a fraction. If different values give different relationships, the answer is cannot be determined.

Can you use a calculator on Quantitative Comparison?

Yes, the on-screen calculator is available throughout the GRE Quant section. But most QC questions are solved faster by comparison and estimation than by full calculation, so reach for it only when the numbers demand it.

What is the difference between Quantitative Comparison and Problem Solving?

A Problem Solving question asks you to find or calculate a specific answer. A Quantitative Comparison question asks only which of two quantities is greater, or whether that can be determined, so you often never need to compute a final value.

Where does Quantitative Comparison appear on the GRE?

Quantitative Comparison questions appear in both Quantitative Reasoning sections and usually come first in each section. They make up a large share of the quant questions, so they have a real effect on your Quant score.

JC

Jaclyn Caruana, MBA

Co-Founder of Epic Exam Prep, a premium international test preparation company founded in 2010, and one of Europe's leading experts in international exam preparation. Author of SAT Desmos Hacks: The EPIC Method and among the first published guides to Digital SAT preparation. SAT, GMAT, GRE, and admissions specialist with 40,000+ YouTube subscribers.

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