Question:
Choose the appropriate words to fill in the blanks.
If a person makes the statement: "I never speak the truth." The person can be said to be ______.
Choose the appropriate words to fill in the blanks.
If a person makes the statement: "I never speak the truth." The person can be said to be ______.
If a person makes the statement: "I never speak the truth." The person can be said to be ______.
Show Hint
Test both possibilities, the statement being true and the statement being false, and see which one holds up without contradiction.
Updated On: Jul 10, 2026
- speaking the truth.
- lying.
- lying as well as speaking the truth.
- making a logically contradictory statement.
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The Correct Option is D
Solution and Explanation
Step 1: Understanding the Question:
We are given the statement "I never speak the truth" and asked what can be said about a person who makes it. This is a classic self-referential statement, similar to the liar paradox, so we need to test both possibilities: the statement is true, or the statement is false.
Step 2: Key Formula or Approach:
For any statement that talks about itself, check each case (true or false) and see if it stays consistent. If assuming the statement is true leads to a contradiction, and assuming it is false also leads to a contradiction, then the statement itself is logically self-contradictory, and neither "true" nor "false" can be assigned to it safely.
Step 3: Detailed Explanation:
Case 1: Suppose the person is telling the truth when they say "I never speak the truth." If this statement is true, then the person genuinely never speaks the truth, but they just spoke it truthfully by saying so, which is a contradiction. So this case cannot hold.
Case 2: Suppose the person is lying when they say "I never speak the truth." If the statement is a lie, then its opposite must be true, meaning the person does sometimes speak the truth. This does not settle anything definite either, since we would still need this exact statement to be consistently false, and calling it false while it also claims something about the speaker's entire pattern of speech creates the same kind of loop again.
Because both directions, assuming the statement true and assuming it false, run into an inconsistency, the statement cannot be cleanly classified as "speaking the truth" or "lying", and it clearly cannot be both at once either, since "true" and "false" cannot both apply to the same statement at the same time. What we are left with is that the statement itself does not sit comfortably in either box: it is a logically contradictory statement.
Step 4: Final Answer:
The person can be said to be making a logically contradictory statement, which is option 4.
We are given the statement "I never speak the truth" and asked what can be said about a person who makes it. This is a classic self-referential statement, similar to the liar paradox, so we need to test both possibilities: the statement is true, or the statement is false.
Step 2: Key Formula or Approach:
For any statement that talks about itself, check each case (true or false) and see if it stays consistent. If assuming the statement is true leads to a contradiction, and assuming it is false also leads to a contradiction, then the statement itself is logically self-contradictory, and neither "true" nor "false" can be assigned to it safely.
Step 3: Detailed Explanation:
Case 1: Suppose the person is telling the truth when they say "I never speak the truth." If this statement is true, then the person genuinely never speaks the truth, but they just spoke it truthfully by saying so, which is a contradiction. So this case cannot hold.
Case 2: Suppose the person is lying when they say "I never speak the truth." If the statement is a lie, then its opposite must be true, meaning the person does sometimes speak the truth. This does not settle anything definite either, since we would still need this exact statement to be consistently false, and calling it false while it also claims something about the speaker's entire pattern of speech creates the same kind of loop again.
Because both directions, assuming the statement true and assuming it false, run into an inconsistency, the statement cannot be cleanly classified as "speaking the truth" or "lying", and it clearly cannot be both at once either, since "true" and "false" cannot both apply to the same statement at the same time. What we are left with is that the statement itself does not sit comfortably in either box: it is a logically contradictory statement.
Step 4: Final Answer:
The person can be said to be making a logically contradictory statement, which is option 4.
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