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how to get 100% in aieee
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the title seems different than what i will post
find probability of student scoring 100% in aieee without watching question paper if student knows that 34 % of answer are option a ,36 % of answers are option b ,18 %are of answer are option c and remaining are d
rates are sure for correct answer with their solution
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21 Mar 2008 23:05:37 IST
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he answers 34 qns as a, 36 as b, 18 as c, 12 as d
now, if the right answer to a qn is a, there is 0.34 probability that he answers it correctly
for all 34 qns answered correctly, he has to do it 34 times,
ie (0.340(0.34)...34 times ie (0.34)^34
similarly for all options and multiplying , we have
P=(0.34)34(0.36)36(0.18)18(.12)12
it is in the order of 10 raise to -57
now, if the right answer to a qn is a, there is 0.34 probability that he answers it correctly
for all 34 qns answered correctly, he has to do it 34 times,
ie (0.340(0.34)...34 times ie (0.34)^34
similarly for all options and multiplying , we have
P=(0.34)34(0.36)36(0.18)18(.12)12
it is in the order of 10 raise to -57
22 Mar 2008 22:12:49 IST
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let there be 100 questions in the paper . now he will mark 34 a's 36 b's 18 c's and 12 d's now only a particular sequence of a,b,c,d,'s is correct and totally there can be
100!
p = --------------------------
34! x 36! x 18! x12!
ways of answering
therefore the required ans is 1/p
22 Mar 2008 22:59:37 IST
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you see this arises because what we want is 100% marks say if we wanted 90% marks then the problem is lot more diff. then we need -ve markin and stuff so that we can get the diff. ways in which he could have got 90%. but since we want 100% marks there is only one case.












i am confused, but is the answer
(0.34)34(0.36)36(0.18)18(.12)12