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In a Two-Way Factorial ANOVA,the Formula for Calculating SS_Total Is $\Sigma$

Question 8

Question 8

Multiple Choice

In a two-way factorial ANOVA,the formula for calculating SS_Total is

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

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