THE USE OF COMPUTER ALGEBRA METHODS IN THE LECTURES "THE LIMIT OF NUMERICAL SEQUENCE AND FUNCTION"

Authors

  • Elena Nikolaevna Zashchuk Brest State Technical University
  • Anastasia Igorevna Zhuk Brest State Technical University
  • Leonid Petrovich Makhnist Brest State Technical University

DOI:

https://doi.org/10.36773/1818-1112-2023-130-1-125-128

Keywords:

limit, numerical sequence, function, computer algebra systems, visualization of calculations

Abstract

At technical university the topics related to the calculation of the numerical sequences limits and the function limits are got started to study within the disciplines "Mathematical Analysis" or "Mathematics". Students often have difficulties with understanding formally definition of the function limit and the sequence limit. Although, they can have their informal ideas about constraints.

In this article, the authors suggest various ways of visualizing limits as well as computational examples using the computer algebra methods. That might help students to understand important aspects of the formal definition of the limit of a numerical sequence and function.

Author Biographies

Elena Nikolaevna Zashchuk, Brest State Technical University

Ph.D in Physics and Mathematics, Associate Professor, Associate Professor of the Department of higher mathematics, Brest State Technical University, Brest, Republic of Belarus.

Anastasia Igorevna Zhuk, Brest State Technical University

Ph.D in Physics and Mathematics, Associate Professor, Associate Professor of the Department of higher mathematics, Brest State Technical University, Brest, Republic of Belarus.

Leonid Petrovich Makhnist, Brest State Technical University

Ph.D in Physics and Mathematics, Associate Professor, Head of the Department of higher mathematics, Brest State Technical University, Brest, Republic of Belarus.

Published

2023-03-24 — Updated on 2023-03-30

Versions

How to Cite

(1)
Zashchuk, E. N.; Zhuk, A. I.; Makhnist, L. P. THE USE OF COMPUTER ALGEBRA METHODS IN THE LECTURES "THE LIMIT OF NUMERICAL SEQUENCE AND FUNCTION". Вестник БрГТУ 2023, 125-128.