Food for thought - A, B, C, or D?

[bench_cassel]

Originally Posted by scho63

"F" for you.....

50% is correct answer. The odds are 2 out of 4

It's the same as if this was a Roulette wheel or Carnival Spinning wheel with 4 numbers and two the same

Then your saying the answer 50% is correct, because the answer 25% is correct as is the other answer 25%. Therefore you're saying 3/4 answers are correct.

[DrunkBassGuitar]

Originally Posted by bench_cassel

Then your saying the answer 50% is correct, because the answer 25% is correct as is the other answer 25%. Therefore you're saying 3/4 answers are correct.

But you don't have a 50% chance of picking B, you only have a 25% chance.

So therefore there is no solution.

[bench_cassel]

Originally Posted by DrunkBassGuitar

But you don't have a 50% chance of picking B, you only have a 25% chance.

So therefore there is no solution.

uh the guy implied 25% was the correct answer. and 25% is on there twice therefore he thought the answer should be 50% ----25% is on there twice which would make the answer 50%. but then your stating 3/4 answers is correct which is incorrect. There is no solution...as far as I can see

[cyborgtable]

Originally Posted by bench_cassel

uh the guy implied 25% was the correct answer. and 25% is on there twice therefore he thought the answer should be 50% ----25% is on there twice which would make the answer 50%. but then your stating 3/4 answers is correct which is incorrect. There is no solution...as far as I can see

This is asking a question, not asking to pick the answer at random. Think of it this way, if you were taking a multiple choice history test and 2 of the solutions were the same and correct. If you didn't know and just guessed you would have a 50% chance of answering the question correct. This is the same thing

[bench_cassel]

Originally Posted by cyborgtable

This is asking a question, not asking to pick the answer at random. Think of it this way, if you were taking a multiple choice history test and 2 of the solutions were the same and correct. If you didn't know and just guessed you would have a 50% chance of answering the question correct. This is the same thing

i see what you're saying but the answer is not A or D the answer is B. therefore you don't have a 50% chance at random.

[cyborgtable]

Originally Posted by bench_cassel

i see what you're saying but the answer is not A or D the answer is B. therefore you don't have a 50% chance at random.

The answer is A and D, both answers are correct and thus 50% is the solution.

[bench_cassel]

Originally Posted by cyborgtable

The answer is A and D, both answers are correct and thus 50% is the solution.

then your saying 50% is correct and A and D's answers of 25% are not correct. If you don't understand that then I'm done.

[Bump]

Originally Posted by cyborgtable

The answer is A and D, both answers are correct and thus 50% is the solution.

your logic is off bruh

[DrunkBassGuitar]

Originally Posted by cyborgtable

This is asking a question, not asking to pick the answer at random. Think of it this way, if you were taking a multiple choice history test and 2 of the solutions were the same and correct. If you didn't know and just guessed you would have a 50% chance of answering the question correct. This is the same thing

In that case yes. But in the question posed, only one answer is 50%. That means you only have a 1/4 chance of randomly (assuming random means answers A,B,C and D are equally likely to get picked) picking answer B. Since you only have a 25% chance of picking B, B cannot be correct.

It's a paradox, which means it has no solution.

The only way you can make this question solvable is to say that random means something else, for instance a random distribution where you have a 10% chance of picking A, a 20% chance of B, a 60% chance of picking C and a 15% chance of picking D. In that scenario, C would be the correct answer. But a situation like that is the only way this question is solvable.

[FAX]

Originally Posted by bench_cassel

Then your saying the answer 50% is correct, because the answer 25% is correct as is the other answer 25%. Therefore you're saying 3/4 answers are correct.

The way I interpreted this hellish question is that your selection (a,b,c, or d) has to match up with the answer (25%, etc.).

No?

If so, there is no freaking correct answer to this abomination of a freaking question.

FAX