mathmajor13
New member
- Joined
- Oct 12, 2011
- Messages
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Say we have X and Y, both of which are independent normal variables of mean zero and variance one. They have joint density
What is the distribution of (X,Y)|Z when
So my idea is that the answer is e-1/2 chi(0, 2*Z) since f from above =e-z*e-1/2
Is this right? If not, how do you do this?
Thanks!
What is the distribution of (X,Y)|Z when
So my idea is that the answer is e-1/2 chi(0, 2*Z) since f from above =e-z*e-1/2
Is this right? If not, how do you do this?
Thanks!