A NEW WAY OF LOOKING AT COMPLEX NUMBERS

Authors

  • Pr. Aziz ARBAI Abdelmalek Essaadi University, Navarre place, San Francisco 3 -Tangier - 9000, MOROCCO
  • Dr. Amina BELLEKBIR University of Sciences, Abdelmalek Essaadi University, Tetouan, Morocco

Abstract

A new way to teach and to solve problems in complex numbers, as how to use the Moivre Formula, Newton's Binomial and Euler formula for the linearization. We will also share new results like The "Magic Formula" of the second root of any complex number, and the true method to solve the equation of second degree in general case (with complex coefficients) with the explicit formula of the solution and an algorithm to program it.

Published

2022-10-06

How to Cite

Pr. Aziz ARBAI, & Dr. Amina BELLEKBIR. (2022). A NEW WAY OF LOOKING AT COMPLEX NUMBERS. Theoretical Hypotheses and Empirical Results, (1). Retrieved from https://ojs.publisher.agency/index.php/THIR/article/view/45

Issue

No. 1 (2022): Theoretical Hypotheses and Empirical Results

Section

Physical and mathematical sciences