In each question, some statements are provided followed by two conclusions. Assume the statements to be true even if they contradict common knowledge. Read all conclusions and decide which logically follow from the statements.

**Statements:**
- Only a few States are Country
- No Cities is Town
- Some Cities is Country

**Conclusions:**
I. All Country can be Town
II. Some State being not Cities is a possibility

Choose the correct option:

Question

In each question, some statements are provided followed by two conclusions. Assume the statements to be true even if they contradict common knowledge. Read all conclusions and decide which logically follow from the statements.

**Statements:**
- Only a few States are Country
- No Cities is Town
- Some Cities is Country

**Conclusions:**
I. All Country can be Town
II. Some State being not Cities is a possibility

Choose the correct option:

Accepted Answer

**Solution:**

1. From the statements:
   - "Only a few States are Country" means some States are Country but not all.
   - "No Cities is Town" means Cities and Town are mutually exclusive.
   - "Some Cities is Country" means there is some overlap between Cities and Country.

2. Analyze Conclusion I: "All Country can be Town"
   - Since no Cities is Town and some Cities are Country, some Country are Cities.
   - Because Cities and Town do not overlap, those Country that are Cities cannot be Town.
   - Therefore, it is impossible that all Country can be Town.
   - Hence, Conclusion I does not follow.

3. Analyze Conclusion II: "Some State being not Cities is a possibility"
   - Since only a few States are Country and some Cities are Country, it is possible that some States are not Cities.
   - There is no contradiction in this possibility.
   - Hence, Conclusion II follows.

**Answer:** (b) If only conclusion II follows

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