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GRE GRE-Quantitative Exam - .
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GRE-Quantitative PDF DEMO:
QUESTION NO: 1
In the simple light show pictured above, a light starts at the center (white) at time zero and moves once
every second in the following pattern: from white (W) to blue (B), back to white, then to green (G), back to
white, then to red (R), and back to white-in a counter-clockwise direction. If the light continues to move in
this way, what will be the color sequence from the 208th second to the 209th second?
A. white to green
B. white to blue
C. white to red
D. red to white
E. green to white
Answer: C
Explanation: Here's the sequence up to the 12th second:
Every time you reach a time divisible by 6, the sequence starts over with W and proceeds: W-B-W-G-
W-R.
2 04 is divisible by 6; hence, starting at the204th second, here are the light's movements through the
2 09thsecond:
As you can see, the movement from the 208th to the 209th second is from white (W) to red (R).
QUESTION NO: 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: B
Explanation: First, Quantity A: The greatest common factor of 20,45, and 90 is 5. As for Quantity B,th e
sum of the three numbers given is clearly greater than 5. That's all you need to know to conclude tha t
Quantity B is greater than Quantity A and that the correct answer is choice (B).
QUESTION NO: 3
On a Map, 1 inch represents 20 miles. The distance between 2 towns is 6 1/5 inches. How many miles are
actually between the two towns?
A. 65 miles
B. 84 miles
C. 124 miles
D. 138 miles
E. 145 miles
Answer: C
QUESTION NO: 4
Column A - 500% of 6
Column B - 600% of 5
A. if the quantity in Column A is greater
B. if the quantity in Column B is greater
C. if the two quantities are equal
D. if it is impossible to determine which quantity is greater
Answer: C
QUESTION NO: 5
In the figure above, the centers of all three circles lie on the same line. The radius of the middle-sized circle is twice that of the smallest circle. If the radius of the smallest circle is 1, what is the length of the
boundary of the shaded region?
A. Option A
B. Option B
C. Option C
D. Option D
Answer: B
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Updated: May 26, 2022