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Graduate Management Admission Test: Analytical Writing Assessment (AWA), Quantitative section, Verbal section Questions 221–225 (page: 46)

Updated On: 9-Feb-2026

When the integer X is divided by 5, the remainder is 2. Which of the following can be a multiple of (X+3)?

  1. 8X + 7.
  2. 9X – 3.
  3. 11X – 4.
  4. 13X.
  5. 13X + 1.

Answer(s): B

Explanation:

Plug in a number that will give a remainder of 2 when divided by 5, for example 7. We are looking for a number that is a factor of 10.
The only possible answer is B □ 9 x 7 – 3 = 60, and that is a factor of 10.



Harris invested $45,000 in two different ventures, a car-cleaning machine and a video mat. The yearly return on the video mat was 12% and the yearly return on the car-cleaning machine was 8%. If the total return was $4,000, how much did Harris invest in the video mat?

  1. $8,000.
  2. $10,000.
  3. $14,000.
  4. $22,000.
  5. $35,000.

Answer(s): B

Explanation:

The easiest way is to back solve the question.
Take answer B, if that is the amount Harris invested in the video mat; the annual return was $1,200. Therefore there are $35,000 left to invest in the car-cleaning machine, 8% of 35,000 is $2,800.
Sum them up; the total return is like the question asked- $4,000.



Jennifer bought two apartments in order to rent them to other people with $300,000. The monthly return on the first apartment is 1.5% of its value and on the second apartment the return is 2% of its value. If the total returns of the entire year were $61,200, how much did Jennifer spent on the second apartment?

  1. $100,000
  2. $120,000
  3. $150,000
  4. $180,000
  5. $210,000

Answer(s): B

Explanation:

The easiest way is to back solve the question.
Take answer B, if that is the amount Jennifer invested in the second apartment; the annual return from that apartment was (120,000 x 0.24 = 28,800). Therefore, there are $180,000 left to invest in the first apartment, 18% of $180,000 is $32,400.
Sum them up; the total return is like the question asked- $61,200.



Two cars are traveling on the same road towards each other. If car A is traveling at a speed of 120 Km/h and car B is traveling 15% slower, how much time will it take the cars to meet if the initial distance between the two is 668.4 Km and car A started to drive one hour and a half before car B started?

  1. one hours and 30 minutes.
  2. two hours.
  3. two hours and 12 minutes.
  4. three hours and 15 minutes.
  5. three hours and 18 minutes.

Answer(s): C

Explanation:

Car B is traveling at a speed of 0.85 x 120 = 102 Km/h.
Car A travels alone a distance of 120 x 1.5 = 180 Km. The remaining distance should be divided among the sum of the cars speeds: (668.4 – 180 = 488.4 Km) / (102 + 120) = 2.2 = Two hours and 12 minutes.



Water has been poured into an empty rectangular tank at the rate of 8 cubic feet per minute for 2.5 minutes. The length of the tank is 3 feet and the width is one half of the length. Approximately how deep is the water in the tank?

  1. 3.23 feet
  2. 3.86 feet
  3. 4 feet
  4. 4.25 feet
  5. 4.44 feet

Answer(s): E

Explanation:

First calculate the volume of water that has been poured into the tank. If it has been poured at a rate of 8 cubic feet per minute for 2.5 minutes, 8 × 2.5 = 20 cubic feet. The tank is rectangular, so its volume is length × width × height (or depth), with the answer in cubic units. We are given the length, and can calculate the width, since we are told that the width is 1/2 the length, or 1/2 of 3 feet, or 1.5 feet. The volume we have already calculated to be 20 cubic feet. Therefore, 20 = length × width × height, or 20 = 3 feet × 1.5 feet × the height. Solving for the height, we get 40/9 , or approximately 4.44 feet.



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