Question:easy

Instructions (127 to 129): The following questions comprise of one or more statements. Answer the questions on the basis of the given statement(s). Accept the factual assumptions required by the question, even if you believe that the statement is false.

Statement:
I. Democrats are secularists.
Which of the following statements, if true, would show that the above statement is false?

Show Hint

To break "all A are B" you need one A that is not a B. Ask which option produces a democrat who fails the secularist test.
Updated On: Jul 17, 2026
  • My father is a secularist but he is not a democrat.
  • My father is a democrat but he is not secularist.
  • My father is a democrat and he is secularist.
  • My father is neither a democrat nor a secularist.
Show Solution

The Correct Option is B

Solution and Explanation

Think of the claim as a promise: enter the democrats group and you are guaranteed to be a secularist. To break a promise you need one person who entered and did not get what was promised. Nobody outside the group can help you, and nobody who did get the promised property can help you either. Run the four options through that filter.

  1. My father is a secularist but he is not a democrat: He never entered the democrats group, so the promise was never made to him. His being a secularist anyway is allowed. The claim only fences democrats in, it does not fence anyone else out.
  2. My father is a democrat but he is not secularist: He entered the group and did not receive the promised property. That is a broken promise, and one broken instance is enough to sink a universal claim. This is the counter example.
  3. My father is a democrat and he is secularist: The promise was made and kept. This is evidence for the claim, not against it.
  4. My father is neither a democrat nor a secularist: He is outside the claim's reach entirely, so his case is silent on the matter.

A common trap here is option (A). Students who quietly read the claim as "democrats and secularists are the same people" will think a secularist non democrat breaks it. The claim is one directional, so reversing it is a misreading.

Let's summarize:

  • "All A are B" is falsified only by an A that is not a B.
  • The claim says nothing about people outside A, so options (A) and (D) are irrelevant.
  • An agreeing example, as in (C), can never falsify anything.

The falsifying statement is option (B).

Was this answer helpful?
0

Top Questions on Statements and Conclusions


Questions Asked in CLAT exam