Question: F X,Y(x,y)=u(x)u(y)[1-(e^ -ax) -(e^ -ay) +(e^ -a(x+y)) ] , a=0,5 Find the following probabilities for the random variables X and Y for which the common

F X,Y(x,y)=u(x)u(y)[1-(e^ -ax) -(e^ -ay) +(e^ -a(x+y)) ] , a=0,5 Find the following probabilities for the random variables X and Y for which the common distribution function is given above: a) {1,2} b) {0<<1.5} c) {-1,5<2 ,1<2}

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