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Suppose Y is a random variable from under a Gaussian distribution with mean 21 and standard deviation of 5.5, and X is a random variable

SupposeYis a random variable from under a Gaussian distribution with mean 21 and standard deviation of 5.5, andXis a random variable from under a Gaussian distribution with mean -5 and standard deviation of 1.Is this information alone sufficient to calculate the linear correlation between Y and Z?

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