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[MATH] Probability question
Cha`o ca'c ba'c,
Muo^'n ho?i xin ca'c ba'c hu? toa'n i't chu+~ ve^` ba`i ta^.p du+o+'i
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cu?a tui cu~ng ddu+o+.c. Ca'm o+n ca'c ba'c nhie^`u.
-Thanh.
Consider two random variables X, Y described by joint probability
density
function (pdf)
/ 2
| K(x + y), x in [1,1], y in [0,1]
p (x,y) = <
X,Y | 0 otherwise
\
1. Find the conditional pdf p (x|y)
X|Y
2. find the probability distribution function and pdf of random variable
2 2
Z where Z = X + Y