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 DISEÑO FACTORIAL GENERAL  T odos los Análisis hechos para los Diseños de dos y tres Factores pueden extenderse al caso General en el que existen "a" niveles del Factor A, "b" niveles del Factor B , "c" niveles del Factor C,… y así sucesivamen te, ordenados en un Experimento Factorial . Por lo tanto, en general habrá un total de abc…n observaciones si existen n réplicas en el Experimento Completo . Una generalización del Modelo Lineal del Diseño Factorial General estaría dado por:  yijk…l = µ + ι i + βj + γk + (ιβ)ij + (ιγ)ik + (βγ)jk + (ιβγ)ijk + …+ εijk…l  i = 1,2,... a  j = 1,2,.., b k = 1,2,...., c l = 1,2,... n 

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