**Statements:**
- Only Hat is House. - Only a few Top is Hat. - Some Wall is Top.
**Conclusions:**
I. All Top can never be Hat.
II. Some House are not Wall.
**Choose the correct option:**

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Accepted Answer

**Solution:**

1. From the statement "Only Hat is House," it means all Houses are Hats, but not all Hats are Houses. So, House is a subset of Hat.

2. "Only a few Top is Hat" implies some Tops are Hats, but not all Tops are Hats.

3. "Some Wall is Top" means there is an intersection between Wall and Top.

**Analyzing Conclusion I: "All Top can never be Hat."

- Since only a few Tops are Hats, it is impossible for all Tops to be Hats. Hence, Conclusion I logically follows.

**Analyzing Conclusion II: "Some House are not Wall."

- Since House is a subset of Hat and only some Tops are Hats, and some Walls are Tops, there is no complete overlap between House and Wall.
- Therefore, some Houses are definitely not Walls. Hence, Conclusion II also logically follows.

**Answer:** (e) Both conclusions I and II follow.

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