Exact solutions of Sixth and Fifth Degree Equations

El Amine Monir, Mohammed (2021) Exact solutions of Sixth and Fifth Degree Equations. Journal of Advances in Mathematics and Computer Science. pp. 1-6. ISSN 2456-9968

[thumbnail of 30420-Article Text-56962-1-10-20220212.pdf] Text
30420-Article Text-56962-1-10-20220212.pdf - Published Version

Download (428kB)


The real problematic with algebraic polynomial equations is how to exactly solve any sixth and fifth degree polynomial equations. In this study, we give a new absolute method that presents a new decomposition to exactly solve a sixth degree polynomial equation, while the corresponding fifth degree equation can be easily transformed into a sixth degree equation of this kind (sixth degree equation solvable by this method), then the sextic equation (sixth degree equation) obtained will be solved by applying the principles of this method; moreover, the solutions of the quintic equation (fifth degree equation) will be easily deduced.

Item Type: Article
Subjects: Asian Repository > General Subject > Computer Science
0 Subject > Computer Science
Depositing User: Managing Editor
Date Deposited: 09 Aug 2022 09:09
Last Modified: 09 Aug 2022 09:09
URI: http://eprints.asianrepository.com/id/eprint/2475

Actions (login required)

View Item
View Item