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

The formula for calculating SSS1U1B1A×B S1U1B0 in a two-way factorial ANOVA is given by option B. This formula involves the sum of squares for the interaction effect between factor A and B (SSS1U1B1A×B), sum of squares for factor A and B with their interaction term removed (S1U1B1CS1U1B0), and the sum of squares for residual error (S1U1B1AS1U1B0 and S1U1B1BS1U1B0). Therefore, option B is the best choice to calculate SSS1U1B1A×B S1U1B0.

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

The formula for calculating SSS1U1B1A×B S1U1B0 in a two-way factorial ANOVA is given by option B. This formula involves the sum of squares for the interaction effect between factor A and B (SSS1U1B1A×B), sum of squares for factor A and B with their interaction term removed (S1U1B1CS1U1B0), and the sum of squares for residual error (S1U1B1AS1U1B0 and S1U1B1BS1U1B0). Therefore, option B is the best choice to calculate SSS1U1B1A×B S1U1B0.

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In a Two-Way Factorial ANOVA,the Formula for Calculating SS_A×Bis $\Sigma$

Question 39

Multiple Choice

In a two-way factorial ANOVA,the formula for calculating SS_A×Bis

A) $\Sigma$ (X- $In a two-way factorial ANOVA,the formula for calculating SSA×B is A) \Sigma (X- G) 2. B) [ \Sigma ( C - G) 2nC] - SSA - SSB. C) \Sigma [( A - G) 2nB]. D) [ \Sigma ( C - G) 2nC].$ _G) ².
B) [ $\Sigma$ (
$In a two-way factorial ANOVA,the formula for calculating SSA×B is A) \Sigma (X- G) 2. B) [ \Sigma ( C - G) 2nC] - SSA - SSB. C) \Sigma [( A - G) 2nB]. D) [ \Sigma ( C - G) 2nC].$ _C -
$In a two-way factorial ANOVA,the formula for calculating SSA×B is A) \Sigma (X- G) 2. B) [ \Sigma ( C - G) 2nC] - SSA - SSB. C) \Sigma [( A - G) 2nB]. D) [ \Sigma ( C - G) 2nC].$ _G) ²n_C] - SS_A - SS_B.
C) $\Sigma$ [( $In a two-way factorial ANOVA,the formula for calculating SSA×B is A) \Sigma (X- G) 2. B) [ \Sigma ( C - G) 2nC] - SSA - SSB. C) \Sigma [( A - G) 2nB]. D) [ \Sigma ( C - G) 2nC].$ _A -
$In a two-way factorial ANOVA,the formula for calculating SSA×B is A) \Sigma (X- G) 2. B) [ \Sigma ( C - G) 2nC] - SSA - SSB. C) \Sigma [( A - G) 2nB]. D) [ \Sigma ( C - G) 2nC].$ _G) ²n_B].
D) [ $\Sigma$ ( $In a two-way factorial ANOVA,the formula for calculating SSA×B is A) \Sigma (X- G) 2. B) [ \Sigma ( C - G) 2nC] - SSA - SSB. C) \Sigma [( A - G) 2nB]. D) [ \Sigma ( C - G) 2nC].$ _C -
$In a two-way factorial ANOVA,the formula for calculating SSA×B is A) \Sigma (X- G) 2. B) [ \Sigma ( C - G) 2nC] - SSA - SSB. C) \Sigma [( A - G) 2nB]. D) [ \Sigma ( C - G) 2nC].$ _G) ²n_C].

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

In a Two-Way Factorial ANOVA,the Formula for Calculating SS_A×Bis $\Sigma$