Statements A = B ≤ C, A > R Conclusions I. B > R II. R < C
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, A = B ≤ C ................(i) A > R .........................(II) On combining the statements (i) and (ii), we get R < A = B ≤ C Conclusion I. B > R. .................(true) II. R < C .................(true) So, it is clear that both Conclusions I and II follow from the given statements.