A NOVEL INTEGER SOLUTION SET FOR THE HOMOGENEOUS CUBIC EQUATION X³ + Y³ = 42ZW²

By: R Karthikeyan Published: February 26, 2025

Abstract

<p>This paper aims at presenting different choices of non-zero solutions in integers to the homogeneous cubic equation with four unknowns given by x3 + y3 = 42zw2. Various sets of integer solutions are obtained by Scrutiny, substitution technique and method of factorization.</p>

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