Use Ezouidi 's theorem to find the exact roots of a 9th , 8th and 7th degree polynomial equations

Mastering the Solution of 9th , 8th and 7th Degree Equations by Extension and Solving nth Degree Polynomial Equations Using the Discriminant Formula of Mourad Sultan Ezouidi is an advanced mathematical guide aimed at both students and professionals seeking to achieve precise and exact solutions for higher-degree polynomial equations. The book delves into two primary areas: solving nth-degree equations by extending the methods of Mourad Sultan Ezouidi and utilizing his discriminant formula to tackle 6th-degree polynomial equations. The first section of the book focuses on extending Ezouidi's groundbreaking theorem to efficiently solve nth-degree polynomial equations. It provides a comprehensive explanation of how the theorem, which overcomes the limitations of traditional algebraic methods, can be adapted to find exact roots without relying on approximation techniques. The extension of this theorem offers a systematic approach to handle nth-degree polynomials, which is often seen as a challenging area in algebra