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Graduate Management Admission Test: Analytical Writing Assessment (AWA), Quantitative section, Verbal section Questions 336–340 (page: 69)

Updated On: 9-Feb-2026

If Y < X and XM < YM, what must be true?

  1. M < X.
  2. M < Y.
  3. X < 0.
  4. M < 0.
  5. Y < 0.

Answer(s): D

Explanation:

If Y < X, multiply both sides by M and see that M must be negative since it changed the sign of the inequality. Remember that multiplying both sides of an inequality by a negative number reverses the direction of the inequality sign.



If X = (Y/Z), (-1 < Z < 0) and 4 < Y, which of the following is correct?

  1. X > 4.
  2. 0 < X <4.
  3. -4 < X < 0.
  4. X < -4.
  5. X < -20.

Answer(s): D

Explanation:

Plug in numbers that fit the conditions of the question, Y=5; Z = -1/2 X = 5/(-1/2) = -10.



If (B+A < B – A < A – B), which of the following is correct?

  1. A<B<0.
  2. B<A<0.
  3. B<0<A.
  4. 0<B<A.
  5. B>A>0.

Answer(s): B

Explanation:

Divide the equation in to two: (B+A < B – A) and (B – A < A – B).
From the first one: A<0. From the second one: A>B. Therefore, B is the answer.



A is an integer. Which of the following expressions must be even?

  1. A (A+2) – 1.
  2. A(A – 1) +1.
  3. (A+1)(A+2).
  4. (A – 1)(A +3).
  5. A2 – 1.

Answer(s): C

Explanation:

Answer C is a multiplication of two consecutive numbers, therefore one of them must be even, and an even number multiplied by a different number is an even number.



X and Y are integers. If (4X + 3Y = 3Y – X), which of the following is true?

  1. X is even.
  2. X is odd.
  3. Y is even.
  4. Y is odd.
  5. None of the above.

Answer(s): A

Explanation:

4X + Y = 3Y – X ---> 3X = 2Y. The right side of the equation is definitely even. Therefore, X must also be even since it is multiplied by an odd number (3).



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