Categories: Business Research

Factorial Design Analysis

&NewLine;<&excl;-- WP QUADS Content Ad Plugin v&period; 2&period;0&period;95 -->&NewLine;<div class&equals;"quads-location quads-ad1" id&equals;"quads-ad1" style&equals;"float&colon;left&semi;margin&colon;0px 0px 0px 0&semi;">&NewLine;&NewLine;<&sol;div>&NewLine;<&sol;blockquote>&NewLine;<p align&equals;"justify">In the above stated equation&comma; the yi is the evaluated outcome for the ith unit of value&semi; Bo is the value of the intercept which is the value of beta&comma; B1 is the difference of the two values included in factor 1&comma; similarly the B2 is also the mean value for the related factors of the model that might be factor 2&period; Beta B3 is the value of interaction of the factor 2 and 3&semi; e is the residual value that is the possibilities of errors in the model&period; This analysis model involves the dummy variables in the study which are denoted by Z and in the 2&&num;215&semi;2 factorial models the dummy variables present two main effects and one interaction&period; The values of the dummy coded variables comprises of 0 and 1 value that is 0 is allotted with control group and 1 is allotted in case of the treatment group&period; The model most commonly involves the adjustment of the beta values with the variable Z&period; As the model includes two dummy variables with the involvement of two values&comma; then the equation can be separately written for the maximum number of times as presented in the factorial design&period; It can also be written as the two equations with Z&period; In result of these equations&comma; the more appropriate effect is shown&period; <&sol;p>&NewLine;<h2>References<&sol;h2>&NewLine;<p align&equals;"justify">• Das&comma; M&period;N&period;&comma; and Giri&comma; N&period;C&period;&comma; &lpar;2003&rpar;&comma; Design and analysis of experiments&period; Ed&period; 2nd&colon;New age international publishers&period;<br &sol;>&NewLine;• Keisler&comma; H&period;J&period; and Robbin&comma; J&period;&comma; &lpar;1996&rpar;&comma; Mathematical Logic and Computability&period; &NewLine;<&excl;-- WP QUADS Content Ad Plugin v&period; 2&period;0&period;95 -->&NewLine;<div class&equals;"quads-location quads-ad2" id&equals;"quads-ad2" style&equals;"float&colon;none&semi;margin&colon;0px 0 0px 0&semi;text-align&colon;center&semi;">&NewLine;&NewLine;<&sol;div>&NewLine;&NewLine;<&excl;-- WP QUADS Content Ad Plugin v&period; 2&period;0&period;95 -->&NewLine;<div class&equals;"quads-location quads-ad3" id&equals;"quads-ad3" style&equals;"float&colon;none&semi;margin&colon;0px&semi;">&NewLine;&NewLine;<&sol;div>&NewLine;&NewLine;

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