There are eight girls among whom two are sisters, all of them are t sit on a round table. Find the probability that the two sisters do not sit togethe
There are eight girls among whom two are sisters, all of them are t sit on a round table. Find the probability that the two sisters do not sit together.
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Correct Answer - `(5)/(7)`
Total number of ways is `7!` Favorable number of ways is `7! - 2 (6!)`. Hence, the probability is
`(7! - 2(6!))/(7!) = 1 - (2)/(7) = (5)/(7)`
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