- D Question 13 10 Pts The Joint Probability Density Function Of X And Y Is Given By Fx Y X Y 8xe 22 Y 2 0 If X 0 1 (144.81 KiB) Viewed 44 times
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Question 13 10 pts The joint probability density function of X and Y is given by fx,y (x, y) 8xe-22(y+2), 0, if x >0, y> 0 otherwise Which of the following one is the p.d.f. of X, given Y=y? Hint: only one correct answer; If you believe that some math formals are not properly displayed, please switch the browser, say Google Chrome. O fxy(x|y) = 4y(x + 2)²e-29(2+2), if x > 0, y > 0 O fxy(x\y) = 4xe -2.7y, if x > 0, y > 0 O fxy(x|y) = 4(y + 2)²e –20 (3+2), if x > 0,y> 0 O fxy(x\y) = 4x(y + 2)2e –20(y+2), if x > 0, y > 0 O fxy(x\y) = y(x + 2)2e = y(+2), if x > 0,> 0 O fxy(x|y) = 4xy²e-2xy, if x > 0, y > 0 - O fxy(x\y) = 22(y + 2)e –23(3+2), if x > 0, y > 0 O fxy(x\y) = 2ye – 24(2+2), if x > 0, y > 0