Context: the maximum likelihood estimate is a solution of the equation is in terms of cov(x,y)
Question
Context: the maximum likelihood estimate is a solution of the equation is in terms of cov(x,y)
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the maximum likelihood estimate is a solution of the equation is
the maximum likelihood estimate is a solution of the equation d angle theta \ d theta
Cov(X, Y ) = E[XY ] − E[X]E[Y ]
the parameter value that maximizes the likelihood of the observed sample
When cov(X,Y) = 0, what does it indicate? X and Y tend to move in same direction. X and Y are independent. X and Y tend to move in opposite directions. None of the above
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