A challenge to all OpenStudiers! (difficulty: normal) In an entrance test, there are multiple choice questions. There are four possible answers to each question of which exactly one option is correct. The probability that a student knows the answer to a question is 90%. If he doesn't know the answer, he guesses randomly. Given that he gets the correct answer to a question, what's the probability that he guessed it? (Time limit: atmost 5 mins)
Well, if he guessed it, there's only a 10% chance since there's a 90% chance that a student knows the answer to a question.
At least from my interpretation.
chance and probability are different!
probability =\[probability = \frac{ number of favorable outcomes }{ numberofequally likely outcomes }\]
there are 2 outcomes! he either guessed it or didnt guess it right? so its 50/50?
dunno. i made this all up as i went along. -_-
?
Any more answer guys?
please do not let other people do your homework, yttrium
this is a trivial conditional probability problem
ooh i guess since it is a guess, the fact that there are 4 choices to guess from also matters!
lol i know the solution and its not a homework
2.5% would be my only other guess. i have never taken stat before!
$50 US dollars deposit into my account, for me to give the correct answer and solution
amazon gift card of the same value works also
I'll donate 90% of the amount to open study
what is the probability that he is lying?
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