1.

A chess game between two grandmasters X and Y is won by whoever first wins a total of two games. X's chances of winning or loosing any perticular game are a, b and c, respectively. The games are independent and a+b+c=1. The probability that X wins the match after (n+1)th game (nge1), is

Answer»

`na^2b^(n-1)`
`na^2b^(n-2)(B+(n-1)C)`
`na^2bc^(n-1)`
`NAB^(n-1)(b+nc)`

ANSWER :(b)


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