GRE- Quantitative Reasoning Set: 1, Quantitative Comparison (77 Questions)
QUESTION: 1
A. The quantity in Column A is greater;
B. The quantity in Column B is greater;
C. The quantities are equal;
D. The relationship cannot be determined from the information given.
Answer(s): C
Explanation: To determine Quantity A, substitute the number 2 for a and for b in the centered
equation:
(2 + 2)(2 2 2) = (4)(0) = 0
Fol ow the same procedure for the quantity in Column B:
The quantities in both columns equal zero (0).
QUESTION: 2
A. The quantity in Column A is greater;
B. The quantity in Column B is greater;
C. The quantities are equal;
D. The relationship cannot be determined from the information given.
Answer(s): A
Explanation: For any fractional number between zero (0) and 1, the number is less than its
square root, which in turn is less than its cube root.
QUESTION: 3
Overview of the Section Two: Quantitative Exam
Graduate school applicants must demonstrate mastery in arithmetic, algebra, geometry, and data analysis to qualify for advanced academic research. The quantitative section evaluates proficiency in linear equations, quadratic functions, coordinate geometry, and probability theory, requiring precise interpretation of quantitative data sets and statistical distributions. Candidates analyze complex numeric patterns and geometric properties to solve multi-step problems under strict temporal constraints. This assessment validates logical reasoning and quantitative literacy necessary for rigorous quantitative coursework. Proficiency in fundamental mathematical modeling and abstract numeric manipulation confirms that prospective graduate students possess the analytical rigor required to succeed in diverse, data-intensive professional and scholarly environments.