Article,

Solutions of a Class of Congruence of Multiple of PrimePower Modulus of Higher Degree

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International Journal of Current Innovations in Advanced Research, 1 (3): 27-29 (July 2018)

Abstract

Abstract: In this paper, a formula to find the solutions of a congruence of prime power modulus of higher degree the type where p is an odd positive prime integer and n is any positive integer, is established. The formula is of great merit and of time-saving in calculation. The method found in the Mathematics literature is timeconsuming. It is also found that such a congruence is solvable if and each congruence has exactly p solutions and in total, there are (p-1) such congruence. Keywords: Binomial Expansion, Fermat’s Theorem, Prime-power modulus

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