Given the statements: $$O \geq B = X B$ II. $X

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Given the statements: $$O \geq B = X < Q \leq P < F > L \geq Z$$ Determine which of the following conclusions is/are definitely true: I. $F > B$ II. $X < L$ Choose the correct option based on the above.

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**Solution:** 1. Analyze the given statements: $$O \geq B = X < Q \leq P < F > L \geq Z$$ 2. From the chain, we know: - $B = X$ means $B$ and $X$ are equal. - $X < Q \leq P < F$ implies $X < F$. - $F > L \geq Z$ means $F$ is greater than $L$. 3. Check conclusion I: $F > B$ - Since $B = X$ and $X < F$, it follows that $F > B$. 4. Check conclusion II: $X < L$ - From the chain, $X < Q \leq P < F > L$, but the relation between $X$ and $L$ is not directly established. - $F > L$ and $X < F$ do not guarantee $X < L$ because $L$ could be less than or greater than $X$. 5. Therefore, only conclusion I is definitely true. **Answer:** If only conclusion I is true

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