## What is the Chance That You’ll Be Correct?

If you choose an answer to this question at random, what is the chance that you will be correct?

a) 25%
b) 50%
c) 60%
d) 25%

This is becomes a self-referential paradox. Both A and D would be correct if there were four unique answers, but since A and D are the same answer, the chance that you would choose a correct answer is 50%, which makes B correct. But if there’s only one correct answer, the odds of choosing the correct one at random goes back to 25%. And around and round you go.

There’s a lot of discussion at Richard Wiseman’s blog and more at Lifehacker, where I first saw this.

Posted in Brain Teasers

16 Comments on "What is the Chance That You’ll Be Correct?"

Dorf Kaffl says
April 19, 2014 @ 12:18

Joey says
August 15, 2014 @ 19:52

The answer is 0%. None of the answers are correct, so it is impossible to get the question right.

Joey says
February 26, 2015 @ 19:05

Joey says
February 26, 2015 @ 19:05

The answer is 0% because all of the answer choices are wrong.
(Sorry, typo)

Karateash says
April 29, 2016 @ 16:38

Joey isn’t right because 25 out of 100 times u will get the answer right so yea don’t believe him

Karateash says
April 29, 2016 @ 16:39

Lol

Karateash says
April 29, 2016 @ 16:40

Rob says
August 3, 2016 @ 08:53

Joey is correct because if one one the answers was 33 percent two were 25 and one was 50 then 33 percent would be the correct answer, but since it’s not then Joey is right. There is no right answer. Go Joey :)

Rob says
August 3, 2016 @ 09:09

No I was wrong, Joey is still right though. If your are given the right answer as a choice in one out of four, it would be 25 percent chance no matter what, And one of the answers would have to be 0 then you would have a 25 percent chance. But as I see there is no right answer. Wow! Great Riddle, Lol!

Mohammed says
October 30, 2016 @ 04:34

From the first part of the question:
If you choose an answer to this question at random.
1- the question is not mentioned, so we actually do not know the correct answer.
2-the person who is going to answer randomly is the reader of the question ( got that from *If you choose*)

From the second part of the question:
what is the chance that you will be correct?
and he gave four options:
a) 25%
b) 50%
c) 60%
d) 25%

Ask your selves, to a question you don not know the answer to, and you have these options above.
what are the percentages you will thinking of to answer the question?
for sure it is 25%,50% and 60%.
if you would be wondering what is correct choice A or choice D, then you to get your self checked.
finally the chance of choosing the correct answer from 3 choices is 33.33%

let us try another method.
you have 4 choices:
a) 25%
b) 50%
c) 60%
d) 25%

and if try it 100 times,
if the answer is 25% then 50 out of 100 will be right>>> 50%
if the answer is 50% then 25 out of 100 will be right>>>25%
if the answer is 60% then 25 out of 100 will be right>>>25%

50%+25%+25% = 100

How to Find the Mean

The mean is the average of the numbers.

It is easy to calculate: add up all the numbers, then divide by how many numbers there are.

so 50+25+25= 100
100/3= 33.33%

Medha says
August 20, 2017 @ 03:26

25%

Vin says
February 23, 2018 @ 21:03

Just to clarify the answer isn’t 0. How is 0 the answer or how is there even an answer in the first place if your saying that there is a 0 percent of that being the correct answer. Your basically saying that there is a 0 percent chance that 0 is the correct answer, therefore saying that your answer cannot be correct.

Hello hello hello hello,? says
April 17, 2019 @ 09:55

It’s 25% because there are 4 questions and 100 divided by 4 Is 25, put a percentage beside it and 25%.So you would have a 25% of getting it right…Also I it was 2 answers then 50%, 1 answer well duh be 100% unless it not correct for some crazy reason.And 5 questions 20%, 6 questions will be 16.7%, 7 questions will be 14.3%, 8 questions will be 12.5%,9 questions will be 11.1, and last but not least 10 which is 10%.

you mean they gave 4 options

🥳🤩😍🥰 says
January 5, 2023 @ 21:15