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Let E^(C) denote the complement of an ...

Let `E^(C)` denote the complement of an event E. Let `E_(1),E_(2)` and `E_(3)` be any pairwise independent events with `P(E_(1))gt0` and `P(E_(1)nn E_(2) nn E_(3))=0`. Then `P(E_(2)^(C)nnE_(3)^(C)//E_(1))` is equal to :

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