Question: A service facility operates with two service lines. The random variables X and Y are the proportions of the time that line 1 and

A service facility operates with two service lines. The random variables X and Y are the proportions of the time that line 1 and probability density function for (X,Y) is given below. Complete parts (a) through (d) below. 5x+, 0sxys 1, f(x,y) = 0, (a) Determine whether or not X and Y are independent. X and Y are not independent, since f(x,y) is not equal to g(x)h(y), where g(x) and h(y) are the marginal distribu (b) It is of interest to know something about the proportion of Z=X+Y, the sum of the two proportions. Find E(X+Y). Also fi E(X+Y)= (Simplify your answer.) elsewhere
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