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 March 14th, 2016, 01:55 AM #1 Senior Member   Joined: Jan 2014 Posts: 196 Thanks: 3 One Dimensional Integral Expression for Joint Distribution Suppose that $\displaystyle X$and$\displaystyle Y$ are independent random variables with probability density functions $\displaystyle f_X$ and $\displaystyle f_Y$. Determine a one-dimensional integral expression for $\displaystyle P\{X + Y < x\}$. I am trying to model this from the text where the author computed \$\displaystyle P\{X
 March 14th, 2016, 02:59 PM #2 Global Moderator   Joined: May 2007 Posts: 6,727 Thanks: 687 Standard problem - solution is convolution of the density functions.

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