The Mystical Corrections on the Fractional Binomial Expansion

Uchenna Okwudili Anekwe* and Gerald Ikechukwu Onwuka
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Uchenna Okwudili Anekwe*: Department of Physics, University of Science and Technology, Aleiro, Nigeria
Gerald Ikechukwu Onwuka: Department of Mathematics, University of Science and Technology, Aleiro, Nigeria

Scientific Review, 2018, vol. 4, issue 5, 40-43

Abstract: For so many years now a lot of scientist have used the series of positive binomial expansion to solve that of positive fractional binomial expansion, Negative binomial expansion, and Negative fractional binomial expansion which was generated/derived using Maclaurin series to derive the series of positive fractional binomial expansion, Negative binomial expansion, and Negative fractional binomial expansion just as it was used to provide answers to positive binomial expansion but fails for All the other expansion due to a deviation made. This Manuscript contains the correct solution/answers to both positive fractional binomial expansions and Negative fractional binomial expansion with proofs through worked examples and a general formula to solve questions involving both positive fractional binomial expansions and Negative fractional binomial expansions.

Keywords: Solve; Equation; Substituting (search for similar items in EconPapers)
Date: 2018
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