Iam trying to find the conditional pdf f(x│1/2) and have the joint pdf of
f(x,y) = 3.3 - y , 0 < y < < 1
Iam not sure how to set up the limits of integration to get f(x│y) because of the .
Any help how be apprectiated
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The joint pdf is non-zero for values of X and Y lying in the region of the XY-plane enclosed by x = 0, x = 1, y = 0 and y = x^2. Therefore the marginal density function of Y is
The joint pdf is non-zero for values of X and Y lying in the region of the XY-plane enclosed by x = 0, x = 1, y = 0 and y = x^2. Therefore the marginal density function of Y is
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My mistake. It should be
(since f(x, y) is symmetric in x).
And by now you've realised that it's 1.8 and not 3.3 (see my other mistake in the other post)