In a two-way factor ANOVA with replications, the reason for separating out the sum of squares due to interaction between factors A and B is to increase the chance of detecting significant differences across levels of factor A and factor B.
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Q12: Interaction in an experimental design can be
Q13: In a two-way factor ANOVA, the sum
Q14: In a two-way factor ANOVA with replications
Q15: The equation: "Total SS = SSA +
Q16: A study will be undertaken to examine
Q18: In ANOVA for an a
Q19: In a two-way factor ANOVA, if factors
Q20: In a two-way ANOVA, there are 4
Q21: In employing the randomized block design, the
Q22: In a two-way ANOVA, there are 4
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