Statements:
I. Some cars are black.
II. Some lions are cars.

Conclusions:
I. Some blacks are lions.
II. No black is lion.

Question

Statements:  
I. Some cars are black.  
II. Some lions are cars.

Conclusions:  
I. Some blacks are lions.  
II. No black is lion.

Accepted Answer

From the given statements:  
1. **Statement Analysis:**  
   - "Some cars are black" implies there is an overlap between cars and black objects.  
   - "Some lions are cars" implies there is an overlap between lions and cars.

2. **Conclusion Analysis:**  
   - Conclusion I states "Some blacks are lions," which cannot be definitively proven from the given statements as there is no direct connection between blacks and lions.  
   - Conclusion II states "No black is lion," which also cannot be definitively proven since the possibility of overlap between blacks and lions exists indirectly through cars.

3. **Application of the Either-Or Rule:**  
   Since one conclusion affirms ("Some blacks are lions") and the other denies ("No black is lion"), and both cannot be true simultaneously, the correct answer is **Either I or II follows**.

Thus, the correct answer is **(c) Either I or II follows**.

Answer

Answer

Answer