Test: Inequalities - GMAT MCQ
10 Questions MCQ Test Practice Questions for GMAT - Test: Inequalities
If x is an integer that lies between 25 and 500, for how many values of x is x/20 the square of an integer?
If n is an integer such that 15 < n < 250, for how many possible values of n is n/5 the square of a prime number?
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If 3x – 13 > –38 and 4 – 5x > 38, then x could equal which of the following?
I. –7.5
II. –8
III. –9
I. –7.5
II. –8
III. –9
If xy > 0 and xz < 0, which of the following must be true?
I. y/z < 0
II. xyz < 0
III. xy - xz > 0
If a < b < c , which of the following must be true?
(I) a < b2
(II) b − a < c
(III) a2 < b2 < c2
Which of the following options should be the least value of n that satisfies the inequality, 2n > 10152 ?
What is the smallest integer x, such that one-third of the integer 1 greater than x is at least 2 more than one-fourth of the integer 1 less than x?
Nonzero real numbers x, y, a, and b satisfy x < a and y < b. How many of the following inequalities must be true?
(I) x + y < a + b
(II x - y < a - b
(III) xy < ab
(IV) x/y < a/b
If (5x + 11) is a positive integer, for how many integer values of x will the number (5x + 11) be less than 300?
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Inequalities MCQs with Answers
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