Question: Hello! Much help would be appreciated! Suppose X and Y are random variables with ux = 24,ox = 4, uy = 38, and oy =

Hello! Much help would be appreciated!

Suppose X and Y are random variables with ux = 24,ox = 4, uy = 38, and oy = 9. Given that X and Y are independent, what are the mean and standard deviation of the random variable X + Y? O MX+Y = 62, OXY = 9.8 O ux+y = 62, Oxty = 13 O uxty = 62, ox+y = 8.1 Ouxty = 31, oxty = 13Suppose X and Y are random variables with ux = 24,ox = 4, uy = 38, and oy = 9. Given that X and Y are independent, what are the mean and standard deviation of the random variable X - Y? Oux-y = 62, Oxy = 9.8 O #x Y = -14, Oxy = 9.8 O ux y = -14, oxy = 8.1 O ux y =14, oxy =5 Oux_y = 31, oxy =5

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