Mathematical Induction of the Constituents of Kifilideen Trinomial Theorem of Negative Power of – Adopting Series and Sequence Ideology

Mathematical Induction is a mathematical procedure of proving an established mathematical formulas, equations or theorems in order to validate and declear such formulas, equations or theorems to be true. There is need to present mathematical induction of mathematical fact so as to inbuilt more confidence in the established fact. This study makes available the mathematical induction of the constituents of Kifilideen trinomial theorem of negative power of – adopting series and sequence ideology. This research work also able to develop alternate Kifilideen power combination formula, alternate Kifilideen term formula and alternate Kifilideen position formula for the negative power of – which conformed but not the same with the one developed for the positive power of counterpart. The mathematical induction helps to support and prove that the developed Kifilideen formulas for the constituents of Kifilideen trinomial theorem of negative power of – are valid and true. More so, the mathematical induction helps to buttress and show how the Kifilideen formulas of the negative power of were generated.