## Main Article Content

## Abstract

Today it is important to use advanced information technologies in the study of subjects taught in higher educational institutions [1]. It is shown that the use of modern software Maple in research and solving problems in higher mathematics is effective and efficient. Mathematisation technical sciences can be characterized as consistent expansion and complication of the mathematical apparatus and methods used in engineering. Engineering studies are largely dependent on the choice of the mathematical apparatus and the accuracy of such decisions carried out, which would be adequate to the task.

## Keywords

vector
scalar
median
norm
distance
triangle
height
OnSegment
CrossProduct

## Article Details

*How to Cite*

*CENTRAL ASIAN JOURNAL OF MATHEMATICAL THEORY AND COMPUTER SCIENCES*,

*2*(11), 44-50. Retrieved from http://cajmtcs.centralasianstudies.org/index.php/CAJMTCS/article/view/123

* * References

- 1. Matrosov A.V. (2001). Maple 6. Solving problems of higher mathematics and mechanics. SPb: BHV - Petersburg.
- 2. Mirzakarimov E.M. (2014-2015). Solve higher math problems with Malpe. 1,2,3q, T.: "Sparks of Literature".
- 3. Mirzakarimov E.M. (2019). Solving problems of analytical geometry in the Maple system. Part 1, "Navruz".
- 4. Mirzakarimov, E. M., & Fayzullaev, J. S. (2020). Improving the quality and efficiency of teaching by developing students* mathematical competence using the animation method of adding vectors to the plane using the maple system. Scientific Bulletin of Namangan State University, 2(9), 336-342.
- 5. Xujaxonov, Z. Z. (2019). Approximate computation by the interpolation polynomial method some curvilinear integrals with singular coefficients. Scientific Bulletin of Namangan State University, 1(6), 22-25.
- 6. Sattorov, A. M., & Xujaxonov, Z. Z. (2019). Approach calculation of certain specific integrals by interpolating polynomials. Scientific Bulletin of Namangan State University, 1(3), 10-12.
- 7. Шаев, А. К., & Нишонов, Ф. М. (2018). Сингулярные интегральные уравнения со сдвигом Карлемана с рациональными коэффициентами. Молодой ученый, (39), 7-12.
- 8. Azizov, M., & Rustamova, S. (2019). The Task of Koshi for ordinary differential equation of first order which refer to equation of Bernoulli. Scientific journal of the Fergana State University, 2(1), 13-16.
- 9. Hayotov, A. R., & Rasulov, R. G. (2019). The order of convergence of an optimal quadrature formula with derivative in the space $ W_2^{(2, 1)} $. arXiv preprint arXiv:1908.00450.
- 10. Shadimetov, K., & Daliyev, B. (2021, July). Composite optimal formulas for approximate integration of weight integrals. In AIP Conference Proceedings (Vol. 2365, No. 1, p. 020025). AIP Publishing LLC.
- 11. Nazarova, G. A., & Arziqulov, Z. O. (2019). Determinig the intervention for privatization of parablical digestive differencial testing in maple system. Scientific Bulletin of Namangan State University, 1(11), 19-26.
- 12. Мамуров, Э. Т., & Джемилов, Д. И. (2021). Использование вторичных баббитов в подшипниках скольжения на промышленных предприятиях. Science and Education, 2(10), 172-179.
- 13. Fayzullayev, J. I. (2020). Mathematical competence development method for students through solving the vibration problem with a maple system. Scientific Bulletin of Namangan State University, 2(8), 353-358.
- 14. Mirzakarimov, E. M., & Faizullaev, J. I. (2019). Method of teaching the integration of information and educational technologies in a heterogeneous parabolic equation. Scientific Bulletin of Namangan State University, 1(5), 13-17.
- 15. Ernazarov, A. A. (2020). The relevance of the use of computer-aided design systems for teaching students of higher educational institutions. Scientific Bulletin of Namangan State University, 2(8), 348-353.
- 16. Mirzakarimov, E. M., & Fayzullaev, J. S. (2020). Improving the quality and efficiency of teaching by developing students* mathematical competence using the animation method of adding vectors to the plane using the maple system. Scientific Bulletin of Namangan State University, 2(9), 336-342.