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In a Two-Way Factorial ANOVA,the Formula for Calculating SSA×B is Σ\Sigma

Question 19

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In a two-way factorial ANOVA,the formula for calculating SSA×B is


A) Σ\Sigma (X- In a two-way factorial ANOVA,the formula for calculating SS<sub>A×B </sub>is A) \Sigma (X- <sub>G</sub>) <sup>2</sup>.<sup> </sup> B) <sup> </sup>[ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>] - SS<sub>A</sub> - SS<sub>B</sub>. C) \Sigma [( <sub>A</sub> - <sub>G</sub>) <sup>2</sup>n<sub>B</sub>]. D) [ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>]. G) 2.

B) [ Σ\Sigma (
In a two-way factorial ANOVA,the formula for calculating SS<sub>A×B </sub>is A) \Sigma (X- <sub>G</sub>) <sup>2</sup>.<sup> </sup> B) <sup> </sup>[ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>] - SS<sub>A</sub> - SS<sub>B</sub>. C) \Sigma [( <sub>A</sub> - <sub>G</sub>) <sup>2</sup>n<sub>B</sub>]. D) [ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>]. C -
In a two-way factorial ANOVA,the formula for calculating SS<sub>A×B </sub>is A) \Sigma (X- <sub>G</sub>) <sup>2</sup>.<sup> </sup> B) <sup> </sup>[ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>] - SS<sub>A</sub> - SS<sub>B</sub>. C) \Sigma [( <sub>A</sub> - <sub>G</sub>) <sup>2</sup>n<sub>B</sub>]. D) [ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>]. G) 2nC] - SSA - SSB.
C) Σ\Sigma [( In a two-way factorial ANOVA,the formula for calculating SS<sub>A×B </sub>is A) \Sigma (X- <sub>G</sub>) <sup>2</sup>.<sup> </sup> B) <sup> </sup>[ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>] - SS<sub>A</sub> - SS<sub>B</sub>. C) \Sigma [( <sub>A</sub> - <sub>G</sub>) <sup>2</sup>n<sub>B</sub>]. D) [ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>]. A -
In a two-way factorial ANOVA,the formula for calculating SS<sub>A×B </sub>is A) \Sigma (X- <sub>G</sub>) <sup>2</sup>.<sup> </sup> B) <sup> </sup>[ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>] - SS<sub>A</sub> - SS<sub>B</sub>. C) \Sigma [( <sub>A</sub> - <sub>G</sub>) <sup>2</sup>n<sub>B</sub>]. D) [ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>]. G) 2nB].
D) [ Σ\Sigma ( In a two-way factorial ANOVA,the formula for calculating SS<sub>A×B </sub>is A) \Sigma (X- <sub>G</sub>) <sup>2</sup>.<sup> </sup> B) <sup> </sup>[ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>] - SS<sub>A</sub> - SS<sub>B</sub>. C) \Sigma [( <sub>A</sub> - <sub>G</sub>) <sup>2</sup>n<sub>B</sub>]. D) [ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>]. C -
In a two-way factorial ANOVA,the formula for calculating SS<sub>A×B </sub>is A) \Sigma (X- <sub>G</sub>) <sup>2</sup>.<sup> </sup> B) <sup> </sup>[ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>] - SS<sub>A</sub> - SS<sub>B</sub>. C) \Sigma [( <sub>A</sub> - <sub>G</sub>) <sup>2</sup>n<sub>B</sub>]. D) [ \Sigma ( <sub>C</sub> - <sub>G</sub>) <sup>2</sup>n<sub>C</sub>]. G) 2nC].

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