79. Statement: H > Y ≤ N = U ≤ B; G ≤ K = N ≥ W ≥ D. Conclusions: I. D ≤ U II. B ≤ G 1) Both conclusions I and II are true 2) Only conclusion II is true 3) Only conclusion I is tru... 79. Statement: H > Y ≤ N = U ≤ B; G ≤ K = N ≥ W ≥ D. Conclusions: I. D ≤ U II. B ≤ G 1) Both conclusions I and II are true 2) Only conclusion II is true 3) Only conclusion I is true 4) Neither conclusion I nor II is true 80. Statement: V ≥ X < E ≤ S = Q; H ≥ E > U ≥ B < D. Conclusions: I. Q > B II. H ≥ S 1) Neither conclusion I nor II is true 2) Only conclusion I is true 3) Either conclusion I or II is true 4) Both conclusions I and II are true.
Understand the Problem
The question presents a logical reasoning problem with statements and conclusions. It requires us to evaluate the validity of the conclusions based on the given statements, typically used in logical reasoning or aptitude tests.
Answer
["79: Only conclusion I is true.","80: Only conclusion I is true."]
["79: Only conclusion I is true.","80: Only conclusion I is true."]
Answer for screen readers
["79: Only conclusion I is true.","80: Only conclusion I is true."]
More Information
For statement 79, observation of the direct relations among N, U, and D confirms conclusion I. Conclusion II lacks any supportive inequality linkage. In statement 80, the chain Q > B holds due to established inequalities, but H’s relation to S remains indeterminate.
Tips
Watch for direct or indirect connections and verify each linked relation carefully without assuming unstated conditions.
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