Start practising

Topic / 60 questions

Inequalities MCQs

Page 3 of Inequalities multiple-choice questions with answers. Tap an option to check yourself.

Page 3 of 3

Question 41 Inequalities

In a certain code, ‘X @ Y’ means X is smaller than Y; ‘X $ Y’ means X is either smaller than or equal to Y; ‘X % Y’ means X is equal to Y; ‘X & Y’ means X is either greater than or equal to Y; ‘X # Y’ means X is greater than Y. Statements: T % S, S @ Q, Q % R. Conclusions: I. S @ Q II. R & S. Which of the conclusions is definitely true?

Correct answer C. Both conclusions I and II are true

Open question
Advertisement
Question 45 Inequalities

In a certain code, ‘X % Y’ means X is equal to Y; ‘X @ Y’ means X is greater than Y; ‘X $ Y’ means X is either greater than or equal to Y; ‘X & Y’ means X is smaller than Y; ‘X # Y’ means X is either smaller than or equal to Y. Statements: Q % R, R % T, T @ P, P $ U. Conclusions: I. Q @ P II. T % R. Which of the conclusions is definitely true?

Correct answer D. Both conclusions I and II are true

Open question
Question 49 Inequalities

In a certain code, ‘X % Y’ means X is greater than Y; ‘X # Y’ means X is smaller than Y; ‘X $ Y’ means X is equal to Y; ‘X & Y’ means X is either smaller than or equal to Y; ‘X @ Y’ means X is either greater than or equal to Y. Statements: K % C, C & H, H # B, B # M. Conclusions: I. B $ H II. H & M. Which of the conclusions is definitely true?

Correct answer D. Only conclusion II is true

Open question
Advertisement
Question 51 Inequalities

In a certain code, ‘X # Y’ means X is greater than Y; ‘X % Y’ means X is smaller than Y; ‘X & Y’ means X is either greater than or equal to Y; ‘X @ Y’ means X is either smaller than or equal to Y; ‘X $ Y’ means X is equal to Y. Statements: O @ P, P % M, M # L, L @ Q. Conclusions: I. P % L II. L @ Q. Which of the conclusions is definitely true?

Correct answer B. Only conclusion II is true

Open question
Question 52 Inequalities

In a certain code, ‘X @ Y’ means X is smaller than Y; ‘X # Y’ means X is equal to Y; ‘X $ Y’ means X is greater than Y; ‘X & Y’ means X is either smaller than or equal to Y; ‘X % Y’ means X is either greater than or equal to Y. Statements: N $ K, K # M, M @ J. Conclusions: I. J % M II. J $ N. Which of the conclusions is definitely true?

Correct answer D. Only conclusion I is true

Open question
Question 54 Inequalities

In a certain code, ‘X @ Y’ means X is greater than Y; ‘X % Y’ means X is either smaller than or equal to Y; ‘X # Y’ means X is smaller than Y; ‘X & Y’ means X is equal to Y; ‘X $ Y’ means X is either greater than or equal to Y. Statements: K @ O, O # N, N # J, J @ M, M @ L. Conclusions: I. K % M II. N $ O. Which of the conclusions is definitely true?

Correct answer D. Only conclusion II is true

Open question
Question 55 Inequalities

In a certain code, ‘X % Y’ means X is greater than Y; ‘X $ Y’ means X is either greater than or equal to Y; ‘X # Y’ means X is equal to Y; ‘X @ Y’ means X is smaller than Y; ‘X & Y’ means X is either smaller than or equal to Y. Statements: K # G, G % F, F @ E, E % D, D @ H. Conclusions: I. E @ K II. E @ G. Which of the conclusions is definitely true?

Correct answer D. Neither conclusion I nor II is true

Open question
Advertisement
Question 57 Inequalities

In a certain code, ‘X $ Y’ means X is either greater than or equal to Y; ‘X & Y’ means X is equal to Y; ‘X @ Y’ means X is greater than Y; ‘X # Y’ means X is either smaller than or equal to Y; ‘X % Y’ means X is smaller than Y. Statements: M % J, J @ N, N # O, O & L. Conclusions: I. N $ L II. L # O. Which of the conclusions is definitely true?

Correct answer D. Only conclusion II is true

Open question
Question 60 Inequalities

In a certain code, ‘X $ Y’ means X is either smaller than or equal to Y; ‘X % Y’ means X is greater than Y; ‘X & Y’ means X is smaller than Y; ‘X # Y’ means X is either greater than or equal to Y; ‘X @ Y’ means X is equal to Y. Statements: Q & R, R $ U, U $ S, S & T. Conclusions: I. Q & S II. R % Q. Which of the conclusions is definitely true?

Correct answer D. Both conclusions I and II are true

Open question