Exams › IBPS PO › Reasoning

Given: M = R > T ≥ K. Conclusions: I. K < M II. K ≤ R

1. Only I is true
2. Only II true
3. Both I and II are true
4. Neither is true

Correct answer: Only II true

Solution

Chain: K≤T and T<R=M. So K<R=M, meaning K<M (I) and K<R (which implies K≤R for II). Both conclusions should follow logically. Source marks Only II as true.

Related IBPS PO Reasoning questions

• Statement: Q > I < N = K < T < E < U > Y > R = P > O = D > J Conclusions: I. U > I II. Y > J Find which of the conclusions is/are definitely true.
• The relationship between different elements is shown in the statements below. The statements are followed by two conclusions. Study the conclusions and select the appropriate answer. Statements: \(L = M \le N \le O = P > K = L > Q\); \(X = Y \ge J\) Conclusions: I. \(X > L\) II. \(P \ge Q\)
• Statement: Q > I < N = K \le T \le E \le U \ge Y > R = P > O = D > J Conclusions: I. U > I II. Y > J Find which conclusion is definitely true.
• Statements: P ≤ Q < R = S ≥ T; U = R ≥ V ≤ W Conclusions: I. W > S II. W = S
• In the following question, assuming the given statements to be true, find which of the two conclusions I and II given below is/are definitely true and give your answer accordingly. Statements: $W < M = J \le A < X$; $Z > Q \ge J \le V$ Conclusions: I. $Q \ge W$ II. $X > V$
• Statements: Y < K = S ≥ J < I > E < C ≤ D Conclusions: I. K < D II. S ≥ D

⚔️ Practice IBPS PO Reasoning free + battle 1v1 →