• Reasoning Ability - Coded Inequalities Or Mathematical Inequalities
Question

Statements : S > T ≤ A = I; L ≥ A

Conclusion I: L ≥ T          II : A > S

  • A) neither Conclusion I nor II is true
  • B) only Conclusion II is true
  • C) both Conclusions I and II are true
  • D) either Conclusion I or II is true
  • E) only Conclusion I is true
Solution

Ans.5;

Given statements: S > T ≤ A = I ... (i) L ≥ A ... (ii) Combining (i) and (ii), we get S > T ≤  A ≤  L Thus, T ≤  L or L  ≥ T is true. Hence conclusion I is true. But we can’t compare S and A. Hence conclusion II (A > S) is not true.

Ans.5;

Given statements: S > T ≤ A = I ... (i) L ≥ A ... (ii) Combining (i) and (ii), we get S > T ≤  A ≤  L Thus, T ≤  L or L  ≥ T is true. Hence conclusion I is true. But we can’t compare S and A. Hence conclusion II (A > S) is not true.
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