A TECHNIQUE FOR EXPRESSING TRIGONOMETRIC FUNCTIONS BY A POWER SERIES

Published 2024-07-09
PHYSICS-MATHEMATICS Vol. 60 No. 2 (2020)
№2 (2020)
Authors:
  • ZH.A. SARTABANOV
  • A.K.SHAUKENBAYEVA
  • M.ZH. TALIPOVA
PDF (Kazakh)

This work provides a differential equation in modern school textbooks, the solution of which is a
trigonometric function, and shows a method for determining it in the form of degrees. These elementary solutions are
represented in the form of ranks. Consequently, a student has the ability to get acquainted with the application of
trigonometric functions with the help of multiplexes. There is also a way to find the solution of the differential equation
by computer in MatLab environment.

  1. Колмогоров А.Н. и др. Алгебра и начала анализа, 10-11 класс/ А.Н. Колмогоров и др. – Алматы: Рауан, 1992, -352 с.
  2. Эльсгольц А.Э. Дифференциальные уравнения и вариационное исчисление/ - М.: Наука, 1965, -424 с.
  3. https://uniface.kz/index.php
differential equations, iteration, integral, elementary function, trigonometric function.

How to Cite

A TECHNIQUE FOR EXPRESSING TRIGONOMETRIC FUNCTIONS BY A POWER SERIES. (2024). Scientific Journal "Bulletin of the K. Zhubanov Aktobe Regional University", 60(2). https://vestnik.arsu.kz/index.php/hab/article/view/222

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