If you think the answer is 25%, you're wrong. You have a 50% chance of picking 25%. If you think the answer is 50%, you're wrong. You have a 25% chance of picking 50%. If you think the answer is 60%, you're wrong. Because you're wrong. The correct answer is 0%. Because you have a 0% chance of picking 0%.
"I think the answer is 50%, because you have a 50% chance of picking 25%."
If you think the answer is 50%, then you have a 25% chance of choosing the correct answer, since 50% is one of four answers. So the answer is 25%. But that answer is two of the four answers, so the answer is 50%. However...
When this first appeared several years ago, answer b) was 0%.
If it's possible to pick 0%, then it's the wrong answer. 0% is the right answer only if it's impossible to pick it. In both cases all the choices are wrong, and there is no right answer to pick. It's a logical paradox, like the statement "I always lie," which is true if it's false and false if it's true.
6 comments:
Totally at random with no thought process - a or d.
Thinking about it - c
If you think the answer is 25%, you're wrong. You have a 50% chance of picking 25%.
If you think the answer is 50%, you're wrong. You have a 25% chance of picking 50%.
If you think the answer is 60%, you're wrong. Because you're wrong.
The correct answer is 0%. Because you have a 0% chance of picking 0%.
Ahhh... I get it. 'e) 0%' must have been cutoff on the copy above.
I think the answer is 50%, because you have a 50% chance of picking 25%.
"I think the answer is 50%, because you have a 50% chance of picking 25%."
If you think the answer is 50%, then you have a 25% chance of choosing the correct answer, since 50% is one of four answers. So the answer is 25%. But that answer is two of the four answers, so the answer is 50%. However...
When this first appeared several years ago, answer b) was 0%.
If it's possible to pick 0%, then it's the wrong answer. 0% is the right answer only if it's impossible to pick it.
In both cases all the choices are wrong, and there is no right answer to pick.
It's a logical paradox, like the statement "I always lie," which is true if it's false and false if it's true.
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