Describe a joint distribution of random variables x and y
Describe a joint distribution of random variables X and Y such that Cov(X, Y ) = 0, but X and Y are not independent.
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question youve been hired as a management consultant to four different companies in competitive industries theyre each
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describe a joint distribution of random variables x and y such that covx y 0 but x and y are not
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sums of independent random variablesa show that for any random variables x y and zex y z ex ey ez b show that
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