Kifilideen’s Geometric Matrix Progression Sequence of infinite and finite terms generates multiplication of tri- indexes or bi – indexes simultaneous equations of its components’ migration level value, migration step value, and first term. There is a need to develop a simple, short, effective, and standardized rule or model to tackle such a problem. This study develops Kifilideen’s Rule to solve the multiplication of bi-indexes, tri-indexes, and -indices simultaneous equations of two variables, three variables, and variables respectively. Elimination method, laws of indices, and cofactor and determinant of matrix were deployed in establishing, formulating, and modeling the Kifilideen’s Rule to solve multiplication of bi-indexes and tri-indexes simultaneous equations of two variables and three variables, respectively. The Kifilideen’s Rule was implemented in the form of a model in solving problems involving multiplication of bi-indexes and tri-indexes simultaneous equations of two variables and three variables, respectively. The general solution to solve the multiplication of index simultaneous equations of variables using Kifilideen’s rule was inaugurated. The Kifilideen’s Rule is in the form of a model to solve multiplication of bi-indexes and tri-indexes simultaneous equations of two variables and three variables, respectively, which was found to be effective, straightforward, reliable, interesting, easy, and intuitive to understand for students and beginners.