Question: a. Show that a constant d can be added to (or subtracted from) each xij without affecting any of the ANOVA sums of squares. b.

a. Show that a constant d can be added to (or subtracted from) each xij without affecting any of the ANOVA sums of squares.
b. Suppose that each xij is multiplied by a nonzero constant. c. How does this affect the ANOVA sums of squares? How does this affect the values of the F statistics FA and FB? What effect does "coding" the data by yij = cxij 1 d have on the conclusions resulting from the ANOVA procedures?

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