Re: distribution
- From: Karl <breitu@xxxxxxxx>
- Date: Sun, 14 Aug 2005 11:36:45 +0200
X and Y are independent continuous rv with common distribution F and density f. Show v=max(x,y} has distribution function P[V<=x]=F^2(x) and density fv(x)=2f(x)F(x).
Find the density of function U = min{x,y}
Since this is obviously homework, what have you done so far? Ciao Karl
.
- References:
- distribution
- From: Joshua
- distribution
- Prev by Date: Re: This problem is driving me insane!!
- Next by Date: Re: Median --- what good is it?
- Previous by thread: distribution
- Next by thread: Re: distribution
- Index(es):
