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Let A,B,C be pairwise indepeendent even...

Let A,B,C be pairwise indepeendent events with `P(C ) gt 0 and P(A cap B cap C ) = 0 ` Then `P(A^(C )B^(C )//C)` is :

A

`P(A) - P(B^(C ))`

B

`P(A^(C ))+P(B^(C ))`

C

`P(A^(C ))=P(B^(C ))`

D

`P(A^(C ))-P(B)`

Text Solution

Verified by Experts

The correct Answer is:
D
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