THE IMPORTANCE AND RELEVANCE OF TEACHING APPLIED MATHEMATICS IN HIGHER EDUCATION
Abstract
This article analyzes the challenges in teaching Applied Mathematics in higher education and suggests ways to overcome them. The main purpose of the study is to develop students’ skills in applying theoretical knowledge to real-life situations. The key problem identified is the insufficient understanding of the concept of function, which leads to difficulties in applying mathematical concepts such as derivatives and integrals in practice. As a methodology, mathematical modeling, analysis through real-life examples, and observational approaches were employed. The findings indicate that the use of practical examples and modeling methods increases students’ interest in the subject and fosters the development of skills necessary for their professional careers. In conclusion, it is recommended to widely implement practical examples and modeling approaches in the teaching process.
References
Kuysinov, O. A. (2021). Improving the methodologies of raising the effectiveness of continuous education on the basis of ensuring content consistency. Actual Problems of Modern Science, Education and Training, Electronic Journal, July.
Topilov, K. (2024). Methods in Searching Knowledge: An Exploration in Philosophy of Science. Nordic Press, 1(0001).
Yusuf, R., Widiasari, W., Lizein, B., Rahmat, M. H. B., & Khasan, T. (2023). Citizen Participation in Developing Community Empowerment in Tourist Villages. Journal of Social Science Global, 1(1), 43–48.
Shorakhmetov, Sh., Asroqulova, D. S., Qurbanov, J. J. (2011). Higher Mathematics for Economists: A Study Guide for the Ministry of Higher and Secondary Specialized Education of the Republic of Uzbekistan.
B.J. Kadirkulov, F.Kh.Begimkulov, “On a nonlocal problem of the Bitsadze-Samarskii type for an elliptic equation with degeneration,” Lobachevskii J. Math., 2025, Vol. 46, No. 1, pp. 448–456.
Kadirkulov B.J., Begimqulov F. X. On the solvability of the Bitsadze-Samarskii type problem for a fractional analogue of the Laplace equation // Bull. Inst. Math., 2025, Vol.7, ISSN-2181-9483 No 6, pp. 152-158
Abdullayev O.X., Begimqulov F.X. About one non-local problem for the degenerating parabolic-hyperbolic type equation // Konuralp Journal of Mathematics Volume 2. No. 1 pp. 12/23 (2014). C. 12-23.
Абдуллаев О. Х., Бегимкулов Ф. Х. Об исследование краевых задач типа задачи Франкля с разрывным условием склеивания для вырождающегося уравнения смешанного типа // Доклады Адыгской (Черкесской) Международной академии наук. 2012 Том.14. № 1. стр-14. 9-22
Бегимкулов Ф.Х. Об одной краевой задаче для уравнения смешанного типа с двумя перпендикулярными линиями вырождения // Scientific Reports Of Bukhara State University 2024/12 (117) Стр.61-71.
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