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Practice › Reasoning › Inequalities
Logical Reasoning · Logic

Inequalities: placement practice questions

30 moderate questions in the pattern of campus placement tests. Pick an option to check your answer, then open the step-by-step solution.

Q1Reasoning · InequalitiesModerate

Statement: B ≥ L > E = A = G

Conclusions: I. E = G II. G > E

Q2Reasoning · InequalitiesModerate

Statement: E > A > H = K < G

Conclusions: I. K < H II. G ≥ E

Q3Reasoning · InequalitiesModerate

Statement: D = H ≥ P < C = K

Conclusions: I. H < D II. C < P

Q4Reasoning · InequalitiesModerate

Statement: P = B = G < D < A

Conclusions: I. G > D II. G ≥ B

Q5Reasoning · InequalitiesModerate

Statement: C > M = K = F < A

Conclusions: I. C > F II. C = F

Q6Reasoning · InequalitiesModerate

Statement: K = B = G < E = M

Conclusions: I. M > E II. M = E

Q7Reasoning · InequalitiesModerate

Statement: K = E > B ≤ C < H

Conclusions: I. H > K II. H = K

Q8Reasoning · InequalitiesModerate

Statement: C ≥ E > G ≤ K ≤ P

Conclusions: I. G > E II. G = E

Q9Reasoning · InequalitiesModerate

Statement: P ≥ E > D < M = C

Conclusions: I. E > D II. E = D

Q10Reasoning · InequalitiesModerate

Statement: M = G > K ≤ E = C

Conclusions: I. C < M II. M > C

Q11Reasoning · InequalitiesModerate

Statement: D = K ≥ L = M = H

Conclusions: I. D < L II. K ≥ L

Q12Reasoning · InequalitiesModerate

Statement: L > G = H ≤ K < A

Conclusions: I. H > K II. H = K

Q13Reasoning · InequalitiesModerate

Statement: L > K = M ≤ C < E

Conclusions: I. L ≤ K II. M ≥ L

Q14Reasoning · InequalitiesModerate

Statement: H = C > P = D ≤ B

Conclusions: I. H > C II. B = D

Q15Reasoning · InequalitiesModerate

Statement: E > P = F = M < G

Conclusions: I. G > P II. G = P

Q16Reasoning · InequalitiesModerate

Statement: L ≥ M > K < A ≤ G

Conclusions: I. K ≤ L II. M < G

Q17Reasoning · InequalitiesModerate

Statement: L = A ≥ P ≤ E = H

Conclusions: I. H > P II. H = P

Q18Reasoning · InequalitiesModerate

Statement: E ≥ K = L < M < B

Conclusions: I. L ≥ K II. B > K

Q19Reasoning · InequalitiesModerate

Statement: C = L = F < A ≤ B

Conclusions: I. F > C II. F = C

Q20Reasoning · InequalitiesModerate

Statement: G > B = K = D = H

Conclusions: I. D < G II. G < H

Q21Reasoning · InequalitiesModerate

Statement: D > H = A = F ≤ K

Conclusions: I. H > F II. H = F

Q22Reasoning · InequalitiesModerate

Statement: E = P = D = A = K

Conclusions: I. A > D II. A = D

Q23Reasoning · InequalitiesModerate

Statement: K = L > G < E = B

Conclusions: I. B ≥ G II. G ≤ K

Q24Reasoning · InequalitiesModerate

Statement: M ≥ L > B = D = P

Conclusions: I. L > P II. B ≤ L

Q25Reasoning · InequalitiesModerate

Statement: B > D > G < M = L

Conclusions: I. L ≥ G II. M > G

Q26Reasoning · InequalitiesModerate

Statement: A > F ≥ M ≤ L ≤ D

Conclusions: I. D ≥ L II. L ≤ F

Q27Reasoning · InequalitiesModerate

Statement: D ≥ G = K = M = F

Conclusions: I. K ≤ G II. F = G

Q28Reasoning · InequalitiesModerate

Statement: H = M > A < K < D

Conclusions: I. D < A II. H = M

Q29Reasoning · InequalitiesModerate

Statement: D > C > A = B = L

Conclusions: I. C < B II. A ≤ D

Q30Reasoning · InequalitiesModerate

Statement: F ≥ K > D = G ≤ E

Conclusions: I. K > D II. K = D

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