Hi could you solve the following and provide solutions (note that the ts are subscripts): LetE(xt) = 3, E(yt) = −0.5 and Cov(xt, yt) = −0.8. Calculate 3/4E(xtyt) Let error(t) be the error term of a regression where E(error(t)) = 0; and E(error(t)^2) = 0.25. Calculate var(error(t)). Let var(xt) = 0.5, var(yt) = 0.4 and rho(x,y) = −0.8. Calculate Cov(xt, yt).
Hi could you solve the following and provide solutions (note that the ts are subscripts): LetE(xt) = 3, E(yt) = −0.5 and Cov(xt, yt) = −0.8. Calculate 3/4E(xtyt) Let error(t) be the error term of a regression where E(error(t)) = 0; and E(error(t)^2) = 0.25. Calculate var(error(t)). Let var(xt) = 0.5, var(yt) = 0.4 and rho(x,y) = −0.8. Calculate Cov(xt, yt).
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Hi could you solve the following and provide solutions (note that the ts are subscripts):
LetE(xt) = 3, E(yt) = −0.5 and Cov(xt, yt) = −0.8. Calculate 3/4E(xtyt)
Let error(t) be the error term of a regression where E(error(t)) = 0; and E(error(t)^2) = 0.25.
Calculate var(error(t)).
Let var(xt) = 0.5, var(yt) = 0.4 and rho(x,y) = −0.8. Calculate Cov(xt, yt).
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