In the following question, relationships between different elements are given in the statements. Based on these statements, determine which of the given conclusions is true. **Statements:** $X C = V \geq B$, $B X$ **Conclusions:** I: $X \leq M$ II: $Z B$ Choose the correct option:

Question

In the following question, relationships between different elements are given in the statements. Based on these statements, determine which of the given conclusions is true.

**Statements:**

$X > C = V \geq B$, $B < N = M$, $Z > X$

**Conclusions:**

I: $X \leq M$

II: $Z > B$

Choose the correct option:

Accepted Answer

**Solution:** 1. From the statements, we have: - $X > C = V \geq B$ - $B < N = M$ - $Z > X$ 2. Analyze conclusion I: $X \leq M$ - Since $B < N = M$, it means $M > B$. - From $X > C = V \geq B$, $X$ is greater than or equal to $B$ but no direct comparison between $X$ and $M$ is given. - Because $X$ could be less than, equal to, or greater than $M$, conclusion I cannot be confirmed as true. 3. Analyze conclusion II: $Z > B$ - Given $Z > X$ and $X > C = V \geq B$, so $X$ is greater than or equal to $B$. - Since $Z > X$ and $X \geq B$, it follows that $Z > B$. - Therefore, conclusion II is true. **Answer:** If only conclusion II is true.

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