Let X follows a normal distribution with mean 40 and variance 9. Then mean of Y= (X-40)/3 is
"M({\\frac {X-40} 3})=M({\\frac X 3}-{\\frac {40} 3})={\\frac 1 3}M(X)-M({\\frac {40} 3})={\\frac {40} 3}-{\\frac {40} 3}=0"
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