Suppose you have two random variables X,Y ux,Hy,o o3,0xY where Cov(X, Y) = 0x.Y You sample both (1poume n is very very very large.) 5

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Suppose you have two random variables
where Cov(X, Y) = 0x,Y
You sample both
you observe (r1, Y1)..., (xn, Yn). (Assume n is very very very large.)
Construct a so called test statistic, call it Z for the difference in means µx – µy, realizing
that it should look like
(7-9)– E(4x – HY)
VVar(X - )
Complete this equation, in terms of the parameters of the original random variables and the
sample size n
Suppose you observe sample data:
n=81,7 = 50, J = 55 and you know o= 25, o 144, oxY
= 34.5.
%3D
Test a two sided hypothesis that there is no difference in the means of X and Y
Transcribed Image Text:Suppose you have two random variables where Cov(X, Y) = 0x,Y You sample both you observe (r1, Y1)..., (xn, Yn). (Assume n is very very very large.) Construct a so called test statistic, call it Z for the difference in means µx – µy, realizing that it should look like (7-9)– E(4x – HY) VVar(X - ) Complete this equation, in terms of the parameters of the original random variables and the sample size n Suppose you observe sample data: n=81,7 = 50, J = 55 and you know o= 25, o 144, oxY = 34.5. %3D Test a two sided hypothesis that there is no difference in the means of X and Y
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