Statements: C ≥ V ≤ R = N ≥ T Q, Y ≥ N Q

Question

Statements: C ≥ V ≤ R = N ≥ T > Q, Y ≥ N < A Conclusion I: Q ≥ Y Conclusion II: A > Q

Accepted Answer

Step-by-step reasoning:

- From $R = N$ and $N \ge T > Q$ we get $N > Q$.
- Given $Y \ge N$, it follows that $Y \ge N > Q$, so $Y > Q$. Therefore Conclusion I ($Q \ge Y$) is false.
- From $N < A$ (i.e. $A > N$) and $N > Q$ we get $A > Q$ by transitivity. Hence Conclusion II follows.

Only Conclusion II follows.
FINAL_ANSWER: b

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