In each group of questions below, two conclusions are given followed by some statements. Choose the correct set of statements that logically satisfies both the conclusions, even if they appear to contradict commonly known facts:
**Conclusions:**
I. All Home can be Office.
II. Some Party is not Building.

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**Solution:**

1. Analyze Conclusion I: "All Home can be Office" means it is possible for all Homes to be Offices, but not necessarily all are Offices.

2. Analyze Conclusion II: "Some Party is not Building" means at least some members of Party do not belong to Building.

3. Check each option against these conclusions:

- (a) "No Office is Home" contradicts Conclusion I, which allows all Home to be Office.

- (b) "No Home is Building" and "All Party is Building" imply all Party are Buildings, contradicting Conclusion II.

- (c) "All Home is Party" and "All Office is Party" allow Homes and Offices to be within Party. "No Office is Building" supports that some Party (Offices) are not Building, satisfying Conclusion II. "Some Office are Home" supports Conclusion I.

- (d) "All Building is Home" and "Some Home is Office" do not guarantee that some Party is not Building, as Party is not clearly defined here.

4. Therefore, option (c) satisfies both conclusions logically.

**Answer:** (c)

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