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# Tag Archives: GRE math

## Quantitative Reasoning: Answering Math Questions with Multiple Answers

The test gurus at Testmasters are at it again with more tricks and tips for conquering the GRE. Today’s problem involves questions with multiple answers. Both paper exams and the computerized test will have math questions that could have more … Continue reading

Posted in Example Problems
Tagged GRE math, practice problems, Quantitative Reasoning
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## Sample GRE Multiple Choice Math Problem – Mean Means

The human race will tremble before my unstoppable math problem. On every GRE Math section, the test makers try to come up with a few extremely difficult problems that will leave even the cleverest students scratching their heads. The really … Continue reading

Posted in Example Problems
Tagged GRE math, practice problems, quantitative comparisons
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## Quantitative Reasoning: Making Ratios Rational

The GRE quantitative reasoning section contains many different types of questions, some of which can be on the difficult side, but the GRE prep experts at Testmasters are here to help you through the ins and outs of solving even … Continue reading

## Sample GRE Multiple Choice Math Problem – Lost in Translation

On every GRE Math section, the test makers try to come up with a few extremely difficult problems that will leave even the cleverest students scratching their heads. The really evil part, though, is that even these problems can be … Continue reading

## Quantitative Comparison: Secrets of Surface Area and Volume in a Comparison Problem

It’s time to once again practice a problem for the GRE exam. This time, the professional GRE preppers at Testmasters bring you a step-by-step solution to solving surface area, volume, and quantitative comparison problems. First, a brief note about quantitative … Continue reading

Posted in Example Problems
Tagged GRE math, practice problems, practice questions, quantitative comparisons
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## Quantitative Reasoning Sample: Making Percents Less Perplexing

For the GRE’s quantitative reasoning section, you will have to show your ability to work with both fractions and percents. Occasionally, problems will combine both, but because percents and fractions are closely related, even problems that use both can be … Continue reading