. Given that (x, y) = (2x+2y)/2k if x = 0,1 and y = 1,4, is a joint probability distribution function for the random variables X and Y. Find: The marginal function of y. %3D

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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8. Given that (x, y) = (2x+2y)/2k if x = 0,1 and y = 1,4, is a joint probability
distribution function for the random variables X and Y. Find: The marginal
function of y.
%3D
%3D
Transcribed Image Text:8. Given that (x, y) = (2x+2y)/2k if x = 0,1 and y = 1,4, is a joint probability distribution function for the random variables X and Y. Find: The marginal function of y. %3D %3D
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