if a and b are mutually exclusive and exhaustive events then
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Since P(A) and P(B) are two mutually exclusive and exhaustive events, P(A)+P(B)=1 and P(B)=3P(A)
⇒P(A)+3P(A)=1
⇒4P(A)=1
⇒P(A)=41
⇒P(B)=1−41=43
⇒ P(B) =1−43=41.
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