Спутниковые системы как анимационно-геометрические модели полиномов
Satellite Systems as Animation-Geometric Polynomial Models
Author(s): Sergey LarinSubject(s): Education, School education, Vocational Education, Adult Education, Higher Education , History of Education
Published by: Национално издателство за образование и наука „Аз-буки“
Keywords: animation figures; GeoGebra; satellite system; complex numbers; quaternions; polynoms
Summary/Abstract: The article gives an animation-geometric representation of polynomials on the complex plane, provided that the module of the complex variable is 1, in the form of satellite systems. A similar representation in the form of spatial satellite systems is given for polynomials in a complex variable, whose coefficients are vector quaternions (their scalar part is zero). The effectiveness and feasibility of using animated drawings as a means of modern didactics in teaching mathematics is presented.
Journal: Математика и информатика
- Issue Year: 63/2020
- Issue No: 4
- Page Range: 441-452
- Page Count: 12
- Language: Russian
- Content File-PDF