Which statement is correct?

Which statement is correct?

• A. A only
• B. B only
• C. Both
• D. Neither

Answer: (B)

This type of question tests how to handle self-referential statements about which options are true. To check consistency, look at the scenario where the statement that says “B only” is the true one. If that is true, then B is true and all the others are false. Now verify each: - The statement that says “A only” would be false because A is not the sole true one in this scenario. - The statement that says “Both” would be false since it asserts both A and B are true, but A is false here. - The statement that says “Neither” would be false since B is true, not neither. This assignment—B true, A, C, and D false—fits all four statements without contradiction. That is why the statement claiming “B only” is the correct one.

This type of question tests how to handle self-referential statements about which options are true. To check consistency, look at the scenario where the statement that says “B only” is the true one. If that is true, then B is true and all the others are false. Now verify each:

• The statement that says “A only” would be false because A is not the sole true one in this scenario.

• The statement that says “Both” would be false since it asserts both A and B are true, but A is false here.

• The statement that says “Neither” would be false since B is true, not neither.

This assignment—B true, A, C, and D false—fits all four statements without contradiction. That is why the statement claiming “B only” is the correct one.