Which statements are true? Statements 1 and 2 are true. Statement 3 is false.

Answer: A — Statements 1 and 2 are true.

This question tests how to handle self-referential statements and find a consistent set of truth values. You want the combination where the truth of each statement matches what it says about the others. If the third statement were true, it would force a condition on the other statements that ends up creating a contradiction with the overall assignment. Therefore, the third statement cannot be true and must be false. With that piece settled, the remaining two statements can be true in a way that doesn’t create any contradiction, leading to the consistent assignment described: the first and second statements are true, and the third is false. The choice that states this SAMPLEexact combination is the one that fits all the statements coherently. The key takeaway is to test for self-consistency by assigning truth values and checking that each statement’s content aligns with those values.