**Statements:**
- All Rose are Pink. - Only a few Black is Pink. - No White is Rose.
**Conclusions:**
I. Some Rose is Black.
II. Some Pink can never be White.
Decide which conclusion(s) logically follow(s) from the given statements, assuming the statements are true even if they contradict common knowledge.

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**Solution:**

1. From the statements:
   - "All Rose are Pink" means every Rose is definitely Pink.
   - "Only a few Black is Pink" indicates that some Black are Pink, but not all.
   - "No White is Rose" means there is no overlap between White and Rose.

2. Analyze Conclusion I: "Some Rose is Black."
   - Since all Rose are Pink and only a few Black are Pink, there is no direct information that Rose and Black overlap.
   - Therefore, we cannot conclude that some Rose is Black.

3. Analyze Conclusion II: "Some Pink can never be White."
   - Since no White is Rose and all Rose are Pink, the Pink that are Rose cannot be White.
   - Hence, some Pink (those that are Rose) can never be White.

4. Therefore, only Conclusion II logically follows from the given statements.

**Answer:** If only conclusion II follows

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