The joint probability distribution function of X,Y is given by: x > 0,y >0 otherwise [2k e-(x+2ÿ) fay(x,y) Where k is a constant. Find the value of k.

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The Joint probability distribution function of X,Y is given by:
Lry(x, y){2k e-(x+2y)
x > 0,y >0
otherwise
Where k is a constant. Find the value of k.
Transcribed Image Text:The Joint probability distribution function of X,Y is given by: Lry(x, y){2k e-(x+2y) x > 0,y >0 otherwise Where k is a constant. Find the value of k.
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