Statements: 1. All men are mortal. 2. Socrates is a man. Conclusions: I. Socrates is mortal. II. All mortals are men. Which conclusion(s) logically follow? MCQ with Answer and Explanation

Statements:
1. All men are mortal.
2. Socrates is a man.
Conclusions:
I. Socrates is mortal.
II. All mortals are men.
Which conclusion(s) logically follow?
A. Only conclusion II follows
B. Both I and II follow
C. Only conclusion I follows
D. Neither I nor II follows
Answer: Option C
Solution (By JKExamLibrary)
Since Socrates falls within the category of 'man', and the entire category of 'man' falls within 'mortal', Socrates must be mortal (I follows). Not all mortals are men (e.g., animals), which makes II false.

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Practice More Statement and Conclusion Questions

Question #1
Statement: After collision of two vessels in the sea all the crewmen and passengers are declared as missing - A news report.
Conclusions:
I. No one from the two vessels has survived after the collision.
II. A few persons from the two vessels may have survived and are missing.
A. Only conclusion I follows
B. Neither conclusion I nor II follows
C. Both conclusions I and II follow
D. Only conclusion II follows

Correct Answer: Option A


Explanation:
Conclusion I follows because 'declared missing' in such contexts implies no survivors have been found, so it can be concluded that no one survived. Conclusion II is contradictory; if some may have survived, they would not all be declared missing without hope.

This question belongs to: Reasoning Statement and Conclusion
Question #2
Statement: He is a doctor. Conclusions: I. He has a medical degree. II. He works in a hospital.
A. Both I and II follow
B. Only I follows
C. Neither I nor II follows
D. Only II follows

Correct Answer: Option B


Explanation:
I follows: to be a doctor, a medical degree is required. II does not necessarily follow; doctors can work in private clinics, etc.

This question belongs to: Reasoning Statement and Conclusion
Question #3
Statements:
1. All squares are triangles.
2. No triangle is a circle.
Conclusions:
I. No square is a circle.
II. No circle is a square.
Which conclusion(s) logically follow?
A. Neither I nor II follows
B. Both I and II follow
C. Only conclusion II follows
D. Only conclusion I follows

Correct Answer: Option B


Explanation:
Since all squares are inside the triangle category, and nothing in the triangle category touches the circle category, squares and circles can never overlap. Therefore, both 'No square is a circle' and 'No circle is a square' are true.

This question belongs to: Reasoning Statement and Conclusion