Question: Consider the following data concerning experiments conducted to study the effect of three factors A.B.C on the response. Observations combination Treatment 93, 116 a 200,214

Consider the following data concerning experiments conducted to study the effect of three factors A.B.C on the response. Observations combination Treatment 93, 116 a 200,214 202, 185 ab 331, 307 169, 135 247, 220 230.252 360,364 bic abc x.xx) This experiment is called 23 tactorial design (T/F) The experiments conducted when Cat its high level and the remaining are at their low level has a total of The contrast of factors (xxx) and its effect is xxx) and sum of squares is The effect of the three way interaction is (xxx) and its sum of squares is D.) We can conclude that the three way interaction has no significant effect on the response. (T/E) If we consider the sum of squares of the highest level interaction to be the estimate of the random error sum of squares, then we may conduct the F-test for Factor consuming -0.05) with FL xxx) and we conclude that factor has a significant effect on the response (TE)

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