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Dear Nivi,
sample space = 63
and the number of favourable cases can be visualised as arranging 6 different objects in 3 different places
this is same as the definition of permutation so the number of favourable cases is P(6,3)=6*5*4
so the probability = (6*5*4)/216 = 5/9
Hi Nive,
Total Cases = 6*6*6 = 216
Favourable cases: (1,1,1) (2,2,2) (3,3,3)......(6,6,6)
Hence there are 6 favourable cases.
Probability = 6/216 = 1/36.
Hope it would help.
Regards,
Ashwin (IIT MadraS).
hiiiiiiiiiiiiii.............
n(s)=6*6*6=216
n
n(e)=6
than probility =6/216=1/36
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