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  5. GMAT SECTION 2: QUANTITATIVE

Free GMAT SECTION 2: QUANTITATIVE Exam Braindumps (page: 61)

Page 61 of 182
PDF with 745 Questions

Rick deposited $850 to his bank account using $5 and $15 dollar bills only. If Rick came to the bank with 70 bills and left with 10 bills only, how many $15 dollar bills did he deposit?

  1. 5.
  2. 25.
  3. 50.
  4. 55.
  5. 65.

Answer(s): D

Explanation:

Rick came to the bank with 70 bills and left with 10 and therefore he deposited 60 bills.
Define X as the number of $5 dollar bills that he deposited and so (60 – X) is the number of $15 bills that he deposited.
We can write the following equation: 5X + 15(60 – X) = 850 □ -10X = -50 □ X = 5. The number of $15 dollar bills is (60 – 5) 55.



The average (arithmetic mean) of four numbers is equal to three times the largest number. If the largest number is equal to 3, what is the sum of the other three numbers?

  1. 28.
  2. 33.
  3. 35.
  4. 38.
  5. 42.

Answer(s): B

Explanation:

Let’s say the four numbers are: X, Y, Z and W.
The average of all four numbers is equal to 3 times the value of the largest number: (X+Y+Z+W)/4 = 3W. W is equal to 3 and therefore (X+Y+Z+3) = 3 x 9 □ X+Y+Z = 36-3 = 33.



What is the reciprocal of (AB)/(A + B)2 ?

  1. (AB)/(A2 + 2AB + B2).
  2. A/B + B/A + A
  3. B/A + A/B + 2.
  4. (A2 + B2)/AB.
  5. A/B + 2AB.

Answer(s): C

Explanation:

The reciprocal of X is 1/X and therefore the reciprocal of (AB)/(A + B)2 is (A + B)2/AB. Simplify the expression: (A + B)2/AB = (A2 + 2AB + B2)/AB = A/B + B/A + 2.



Naomi drives to the beauty parlor in 60 minutes. On the way back, her average speed is half the average speed as it was to the way to the parlor. How much time will it take Naomi to travel two round trips to the beauty parlor?

  1. 3 hours.
  2. 4 hours.
  3. 4 hours and 20 minutes.
  4. 5 hours and 50 minutes.
  5. 6 hours.

Answer(s): E

Explanation:

If the average speed from the beauty parlor is half of the average speed to the parlor then the time back from the parlor is twice the time it takes her to get to the parlor, thus 120 minutes.
The total round trip will take Naomi (60 + 120 = 180) minutes, which is 3 hours. Two round trips will take her 6 hours.



Page 61 of 182



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