If I could please see how you work through this problem, it would be greatly appreciated! (6x2 = 12 points) State whether each of the following statements is true or false. For the statements that are...

If I could please see how you work through this problem, it would be greatly appreciated!


(6x2 = 12 points)
State whether each of the following statements is true or false. For the statements that are false, explain
why
they are false.

1. When performing a general linear F test, SSE(F) = SSE(R).


2. SSE(X1) – SSE(X1,
   X2,
   X3) = SSR(X1) – SSR(X1,
   X2,
   X3).


3. SSR(X2,
   X3|
   X1) = SSR(X2|
   X1) + SSR(X3|
   X1, X2).


4. SSR(X1) + SSR(X2|
   X1) + SSR(X3|
   X1,
   X2) = SSR(X3) + SSR(X2|
   X3) + SSR(X1|
   X2,
   X3).


5. The degrees of freedom associated with SSR(X2
   |
   X1,
   X3) is 2.


6. The degrees of freedom associated with SSR(X1,
   X2
   |
   X3,
   X4) is 2.

If I could please see how you work through this problem, it would be greatly appreciated! (6x2 = 12 points) State whether each of the following statements is true or false. For the statements that are false, explain why they are false. 1. When performing a general linear F test, SSE(F) ≥ SSE(R). 1. SSE(X1) – SSE(X1, X2, X3) = SSR(X1) – SSR(X1, X2, X3). 1. SSR(X2, X3| X1) = SSR(X2| X1) + SSR(X3| X1, X2). 1. SSR(X1) + SSR(X2| X1) + SSR(X3| X1, X2) = SSR(X3) + SSR(X2| X3) + SSR(X1| X2, X3). 1. The degrees of freedom associated with SSR(X2 | X1, X3) is 2. 1. The degrees of freedom associated with SSR(X1, X2 | X3, X4) is 2.