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St41n
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If x1, x2 positive random variables and we have the following two events:
A={x1 > δ}
B={x2> k-δ}
where 0<δ<k
then is it true that:
P(A U B) = P( x1+x2 > δ+(k-δ)=k ) ?
If true can you explain why is that?
Thank you
A={x1 > δ}
B={x2> k-δ}
where 0<δ<k
then is it true that:
P(A U B) = P( x1+x2 > δ+(k-δ)=k ) ?
If true can you explain why is that?
Thank you
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