GRE Section Two : Quantitative - GRE-Quantitative Exam Practice Test
Assuming each house has a uniform ceiling height, which house has the greatest ceiling height?
Correct Answer: A
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Correct Answer: B
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Kirk sent $54 to the newspaper dealer for whom he delivers papers, after deducting a 10% commission
for himself. If newspapers sell for 40 cents each, how many papers did Kirk deliver?
for himself. If newspapers sell for 40 cents each, how many papers did Kirk deliver?
Correct Answer: A
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Divide x5 by x2
Correct Answer: C
CORRECT TEXT
Shown below is a correct problem in addition, with R and S representing different digits.
7 R RS RR --
What is the value of S?

Shown below is a correct problem in addition, with R and S representing different digits.
7 R RS RR --
What is the value of S?

Correct Answer:
3
Explanation: First, notice that R must equal either 1 or 2; otherwise, the sum of the three numbers would
greatly exceed 117.Assuming R = 1, the "ones" column tells us that the value of S would necessarily be 5.
But the "tens" column would not add up correctly. Hence, R must equal 2 and, accordingly, S must equal
3 .
Explanation: First, notice that R must equal either 1 or 2; otherwise, the sum of the three numbers would
greatly exceed 117.Assuming R = 1, the "ones" column tells us that the value of S would necessarily be 5.
But the "tens" column would not add up correctly. Hence, R must equal 2 and, accordingly, S must equal
3 .
How many cubed pieces of fudge that are 3 inches on an edge can be packed into a Christmas tin that is
9 inches deep by 12 inches wide by 8 inches high with the lid still being able to be closed?
9 inches deep by 12 inches wide by 8 inches high with the lid still being able to be closed?
Correct Answer: C
Which of the following numbers could be described in the following way: an integer that is a natural,
rational and whole number?
rational and whole number?
Correct Answer: C

Correct Answer: A