In the following question, assuming the given statements to be true, determine which of the conclusions is/are definitely true. **Statements:** - $A M S$ II. $A V$

Question

In the following question, assuming the given statements to be true, determine which of the conclusions is/are definitely true. **Statements:** - $A > M < X < V$ - $D \leq L = M$ - $D > S$ **Conclusions:** I. $A > S$ II. $A > V$

Accepted Answer

**Solution:** 1. From the statements, we have: - $A > M$, $M < X < V$ - $D \leq L = M$ - $D > S$ 2. Since $L = M$, and $D \leq L$, it follows that $D \leq M$. 3. Given $D > S$, so $S < D \leq M$. 4. From $A > M$ and $S < M$, it implies $A > S$. 5. For conclusion II ($A > V$), since $A > M$ but $M < X < V$, $V$ is greater than $M$, so $A > V$ is not necessarily true. **Answer:** Only conclusion I is definitely true.

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