Question 2 of 6 Let X and Y be random variables with E(Y) = 5, Var(Y) = 6, E(X) = 3, Var(X) = 4, and Cov(X,Y)= 0. Suppose we do a linear regression of X on Y, which gives us the resulting linear model Y = a + b × X. What is the value of a + b?

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Chapter2: Second-order Linear Odes
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Question 2 of 6
Let X and Y be random variables with E(Y) = 5,
Var (Y) = 6, E(X) = 3, Var(X) = 4, and
Cov(X,Y)= 0.
Suppose we do a linear regression of X on Y, which
gives us the resulting linear model Y = a + bx X.
What is the value of a + b?
Transcribed Image Text:Question 2 of 6 Let X and Y be random variables with E(Y) = 5, Var (Y) = 6, E(X) = 3, Var(X) = 4, and Cov(X,Y)= 0. Suppose we do a linear regression of X on Y, which gives us the resulting linear model Y = a + bx X. What is the value of a + b?
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