Statements P < Q > T, R ≥ Q. Conclusions I. R > P II. T < R
Verbal Reasoning
Mathematical Operations
Choose an option
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Aif only Conclusion I is true
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Bif only Conclusion II is true
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Cif either Conclusion I or II is true
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Dif neither Conclusion I nor II is true
Answer
Correct Answer:
Explanation
Given that, P < Q > T ...................(i) R ≥ Q ......................(ii) On combining the statements (i) and (ii), we get P < Q ≤ R R ≥ Q > T Conclusions I. R > P ...... (true) II. T < R .......(true)So, it is clear that both Conclusions I and II are true.