f(x,y) = θe-(x+θy) , θ>0 and x>0 find the PDF of XY thanks
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Originally Posted by lauren2988 f(x,y) = θe-(x+θy) , θ>0 and x>0 find the PDF of XY thanks Let U = XY.
Calculate the cumulative density function F(u). Then the pdf of U is .
Are you given that the joint pdf has the exponential rule for y > 0 as well as x > 0? If not, then the next line won't be correct: .
The calculus stuff is left for you to do.
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