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1. СПУТНИКОВЫЕ СИСТЕМЫ КАК АНИМАЦИОННО-ГЕОМЕТРИЧЕСКИЕ МОДЕЛИ ПОЛИНОМОВ

Author

Ларин, Сергей

Subjects
*COMPLEX variables, *SPATIAL systems, *QUATERNIONS, *COMPLEX numbers, *POLYNOMIALS
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. [ABSTRACT FROM AUTHOR]

Published
2020

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