>>212066180 (OP)This is a famous paradoxical question designed as a logic puzzle. Let’s break it down.
The Question:
“If you choose an answer to this question at random, what is the chance that you will be correct?”
Answer options:
• A: 25%
• B: 0%
• C: 50%
• D: 25%
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Step-by-step analysis:
• There are 4 answer choices, so a random choice would normally give you a 1 in 4 chance — i.e., 25%.
• But here’s the trick: two of the options are 25% (A and D).
This complicates things.
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Let’s test the possibilities:
Suppose the correct answer is 25%:
• There are two answers (A and D) that say 25%.
• That means the chance of picking one of those randomly is 2 out of 4 = 50%.
• So if 25% were correct, then the chance of randomly choosing it would be 50%, not 25% — contradiction.
Suppose the correct answer is 50%:
• Only one answer says 50% (C).
• So the chance of picking it randomly is 1 in 4 = 25%, again a contradiction.
Suppose the correct answer is 0%:
• Only one option (B) says 0%, so chance of choosing it at random is 25%.
• But if the correct answer is 0%, then there’s no chance you pick the correct one — this seems to be the only option that doesn’t contradict itself.
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Final Thought:
It’s a self-referential paradox. But if you’re forced to pick the most logically consistent answer, it’s:
B: 0%
Because if the chance of picking a correct answer is indeed 0%, and you pick randomly — you’re not going to pick the correct one. So it matches the question.
Answer: B — 0%.