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International Multidisciplinary Research Journal Reviews (IMRJR)
International Multidisciplinary Research Journal Reviews (IMRJR) A monthly Peer-reviewed journal
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On Dual Equations with Four Unknowns x – y*z = k * z3, x*y=w3

Dr. N.Thiruniraiselvi*, Dr. M.A.Gopalan

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Abstract: This paper discusses on finding integer solutions to the system of double equations with four unknowns given by 33 *,** wyxzkzyx ==− . Four choices of integer solutions to the considered dual equations are presented. Employing the obtained integer solutions, the process of formulating Second order Ramanujan numbers is illustrated.

Keywords: Dual equations with four unknowns, System of double equations, Integer solutions, second order Ramanujan numbers

How to Cite:

[1] Dr. N.Thiruniraiselvi*, Dr. M.A.Gopalan, “On Dual Equations with Four Unknowns x – y*z = k * z3, x*y=w3,” International Multidisciplinary Research Journal Reviews (IMRJR) (IMRJR), DOI: 10.17148/IMRJR.2024.010202

Creative Commons License This work is licensed under a Creative Commons Attribution 4.0 International License.
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