Two statements are given, followed by two conclusions numbered 1 and 2. Assuming the statements to be true, even if they seem to be at variance with commonly known facts, decide which of the conclusions logically follows(s) from the statements.
Statements:
Some chairs are stools.
All the frames are stools.
Conclusions:
Some stools are frames.
Some stools are chairs.

- AOnly conclusion 1 follows
- BNeither conclusion 1 nor 2 follow
- CBoth the conclusions 1 and 2 follow
- DOnly conclusion 2 follows
Solution & Step-by-step Explanation
Let's evaluate the conclusions:
Conclusion 1: Statement 2 says "All the frames are stools." Therefore, its converse "Some stools are frames" must be true. Hence, conclusion 1 follows.
Conclusion 2: Statement 1 says "Some chairs are stools." Therefore, its converse "Some stools are chairs" must be true. Hence, conclusion 2 follows.
Both conclusions 1 and 2 logically follow.
Conclusion 1: Statement 2 says "All the frames are stools." Therefore, its converse "Some stools are frames" must be true. Hence, conclusion 1 follows.
Conclusion 2: Statement 1 says "Some chairs are stools." Therefore, its converse "Some stools are chairs" must be true. Hence, conclusion 2 follows.
Both conclusions 1 and 2 logically follow.