A balanced four by three factorial

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Reference no: EM131093966

Consider a balanced four by three factorial. Show that orthogonal contrasts in row means (ignoring factor B) are also orthogonal contrasts for all twelve treatments when the contrast coefficients have been repeated across rows (ij = i). Show that a contrast in the row means and the analogous contrast in all twelve treatment means have the same sums of squares.

Reference no: EM131093966

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