GRE Quantitative Reasoning 2022 past questions and answers
This 2022 GRE Quantitative Reasoning set has 28 practice questions. Try these 5 free sample questions, tap a question to reveal the answer and explanation. Then practise the whole 2022 set with instant marking.
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Sample GRE Quantitative Reasoning 2022 questions
1. Quantitative Comparison: Let x be any real number. Quantity A is x^2, and Quantity B is x.
- Quantity A is greater
- Quantity B is greater
- The two quantities are equal
- The relationship cannot be determined from the information given
Answer: D. The relationship cannot be determined from the information given
At x = 2 Quantity A is greater, while at x = 1/2 Quantity B is greater, so the relationship is not determined.
2. Quantitative Comparison: Quantity A is 3/5 + 1/4, and Quantity B is 5/6.
- Quantity A is greater
- Quantity B is greater
- The two quantities are equal
- The relationship cannot be determined from the information given
Answer: A. Quantity A is greater
Quantity A is 17/20 and Quantity B is 50/60, or 5/6, and 17/20 is greater than 5/6.
3. Quantitative Comparison: A square has perimeter 36. Quantity A is its area, and Quantity B is 82.
- Quantity A is greater
- Quantity B is greater
- The two quantities are equal
- The relationship cannot be determined from the information given
Answer: B. Quantity B is greater
The square's side length is 9, so its area is 81, which is less than 82.
4. Quantitative Comparison: Quantity A is 15% of 80, and Quantity B is 3/5 of 20.
- Quantity A is greater
- Quantity B is greater
- The two quantities are equal
- The relationship cannot be determined from the information given
Answer: C. The two quantities are equal
Fifteen percent of 80 is 12, and 3/5 of 20 is also 12.
5. Quantitative Comparison: For the data set 4, 7, 10, Quantity A is the mean, and Quantity B is 6.
- Quantity A is greater
- Quantity B is greater
- The two quantities are equal
- The relationship cannot be determined from the information given
Answer: A. Quantity A is greater
The mean is (4 + 7 + 10)/3 = 7, which is greater than 6.
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