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warrior (5)

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there are 2 unbiased dies such that probability of getting even no. is twice the probability of getting odd no. Two such dies  are thrown together. probability that product of numbers on them is 4=
ans: 8/(8!)
    
warrior (5)

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need explanation
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prateek2292 (136)

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hey
the probability of getting even no. & odd no. as mentioned by u, in that case even & odd no.'s are on both the dies or on any.

PLEASE LET ME KNOW.........




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warrior (5)

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the given condition applies to both dies
product=4 implies
2 , 2
1 ,4
4 , 1 i am not getting that ans
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akhil_o (2709)

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let prob for 1 even no. to occur=e
and 1 odd=o
3o+3e=1
and
e=2o
so
9o=1,
o=1/9
and e=2/9

probabilities for 4:
1,4 4,1 and 2,2 gives 4

so
(1/9)(2/9)2 + (2/9)(2/9) gives required prob
=4/81+4/81
=8/81

PS note its 8/81 not 8/8!

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sinjan.j (574)

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wait.. i'll answer




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sinjan.j (574)

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check if this answers your question or not

first of all if probability of even number coming is twice that of odd
the cunning dies is no way unbiased .
'unbiased; is not an honorary title for dies.
say prob of getting (2,4,6)=p1
while that of (1,3,5)=p2
the sum(pi)=1=> p2=1/9
4 could occur as (2,2)U (4,1) U(1,4)=p1 p1+2p1p2=8/9^2 prima facie



see if this answers.. if not then ask the doubt and nudge me..!!!




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magiclko (4215)

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akhil and sinjan , both are correct!!!

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