Assertion: correlation's value | /r/HasProperty | derived using the transformation theorem
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text: The support of is and its marginal probability mass function is The mean of is The expected value of is The variance of is The standard deviation of is The support of is and its probability mass function is The mean of is The expected value of is The variance of is The standard deviation of is The expected value of the product can be derived using the transformation theorem Therefore, putting pieces together, the covariance between and is and the coefficient of linear correlation between and is