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Consider a gambling game where you have to throw two dice simultaneously.you would gain Rs.2 for any even number that shows up and loose Re 1 for any odd number that shows up.what is expected gain or loss.
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AS , if here even and odd refers to the sum of the two nos on the dice , then the ans would be
18/36 * 2 - 18/36 * 1= 1/2 [ 18 pairs have sum as even and 18 have sum as odd , total no of pairs are 36 ]
"Once you eliminate the impossible, whatever remains, no matter how improbable, must be the truth."
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but sum of two nos hasnt mentioned in question....
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I am getting 1 as answer.
According to the question, if i get say (1,2) - then shouldnt i receive payoff of 1 with probability 1/36? and for (3,3), wouldnt i get -2 payoff? They havent mentioned anything on sums per say.
“Operator! Give me the number for 911!”
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In reply to this post by AS
Is the answer 50paise..???
"I don't ride side-saddle. I'm as straight as a submarine"
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In reply to this post by Homer Simpson
Tsuki generally in such questions sum is asked. Still , Iam not sure .
And please have a look at jnu 2010 doubts posted by jack @subhayu Iam getting Rs 1/2 = 50 paise !
"Once you eliminate the impossible, whatever remains, no matter how improbable, must be the truth."
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I am getting 50p too..!!!!
"I don't ride side-saddle. I'm as straight as a submarine"
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In reply to this post by Anjali
if you assume sum of two no then ans should be 1/2. i think tsuki approach is right...
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@Anirudh , I have got your two Even and two Odd cases , but not clear with one odd and one even . Please explain.
@Subhayu , I guess we are following the "sum" case , which maybe is not appropriate here.
"Once you eliminate the impossible, whatever remains, no matter how improbable, must be the truth."
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Great anirudh ! Got it !
Btw , your solution suggests that the outcome that is 36 is redundant here . Is that so ?
"Once you eliminate the impossible, whatever remains, no matter how improbable, must be the truth."
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In reply to this post by Anakin Skywalker
Anirudh have a look at these two questions :
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"Once you eliminate the impossible, whatever remains, no matter how improbable, must be the truth."
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We can also do the quest in this manner
Total cases=36 Even even=9 cases odd odd= 9 cases od-even = 18 cases So x can takes values.. 4(2+2)...even cases -2(-1-1)...odd cases 1(2-1)...odd even cases So mean is=4*9/36-2*9/36+1*18/36=1 |
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In reply to this post by AS
I think payoff with (even,even) should be 2 only bcoz it is given that whenever dice shows even no. payoff is 2 as it is paid only once!
Similarly for (odd,odd) it should be -1 only! But for (odd,even) it should be 2-1=1 What do u think guys? |
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I guess 2 should be added twice.
"Once you eliminate the impossible, whatever remains, no matter how improbable, must be the truth."
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May b I m over thinking!
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In reply to this post by Anjali
A6 (c)
(2/6)*30+(2/6)*30=10+10=20 A7 (d) |
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Viv how did you do 6th ?
"Once you eliminate the impossible, whatever remains, no matter how improbable, must be the truth."
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hi anjali...the 27th q will be solved by binomial..where n=30
and prob of success ie p= 2/6( prob of even no. greater than 2) +2/6( prob of odd no. less than 4 ) thus p=4/6 in binomial expected value=np solving this well get expected no. of trials as 20.. for the 26th q... observations that lie within the 1st quarile=25 per cent observations that lie within the 3rd quartile=75 % hence the ans is 50 % (75-25) |
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