3. Given the following joint probability function fay(i, j ) = c . (1+i +j) of two random variables X and Y, where i and
3. Given the following joint probability function fay(i, j ) = c . (1+i +j) of two random variables X and Y, where i and j are two integers such that -1 is2 max (0, i) = j = 2 and c is the proper constant (find its value first ), compute the mean and standard deviation of each (individually) X and Y
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