Q 1241178023.     Let `barE` denotes the complement of an event `E`. Let `E`, `F,` pairwise independent events with `P( G ) > 0` and `P( E ∩ F ∩ G ) = 0`. Then, `P( barE barF |G ) `

JEE-MIS
A

`P( E ) + P(bar F )`

B

`P(barE ) - P( F )`

C

`P(bar E ) - P( barF )`

D

`P(barE ) + P(bar F )`

HINT

`P((barE∩barF)/G)=(P(barE∩barF∩G))/(P( G ))` `=(P(G)−P(E∩G)−P(G∩F))/(P(G))`
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