KUBIK TENGLAMANI YECHISHNING KARDANO USULI

Authors

  • Ikrom Kulanov Sambhram universiteti NTM
  • Sherzod Burxonov TATU Samarqand filiali
  • Go‘zal Musurmonova TATU Samarqand filiali

Keywords:

bessel funksiyasi, kubik tenglama, Gardano, qoshma kompleks sonlar

Abstract

Annotatsiya: Bu maqolada kubik tenglamani yechishning Kardano usuli kelt­irilgan. Bu usul bilan kubik tenglamalarni yechish  iqtidorli o‘quvchilarning matematika faniga bo‘lgan qiziqishlarini ortirishga, mustaqil ravishda bilim saviyalarini oshirishga va mantiqiy fikrlashga yordam beradi.

Аннотация: В данной статье представлен метод Кардано решения кубического уравнения. Решение кубических уравнений таким способом помогает одаренным учащимся повысить интерес к математике, самостоятельно повысить уровень знаний, логически мыслить.

Annotation: This article presents Cardano's method for solving a cubic equation. Solving cubic equations in this way helps gifted students increase their interest in mathematics, independently increase their level of knowledge, and think logically.

Author Biographies

Ikrom Kulanov, Sambhram universiteti NTM

Sambhram universiteti NTM katta o’qituvchisi

Sherzod Burxonov, TATU Samarqand filiali

TATU Samarqand filiali talabasi

Go‘zal Musurmonova, TATU Samarqand filiali

TATU Samarqand filiali talabasi

References

1. B.V.Ramana: "Higher Engineering Mathematics" 11th Edition, Tata McGraw-Hill, 2010.

2. G.Gaymnazarov va boshq. Umar Xayyom va algebra //Fizika, matematika va informatika. 2014.№ 5.– В.48-52.

3. Roman Wituła, Damian Słota. Cardano’s formula, square roots, Chebyshev polynomials and radicals. Journal of Mathematical Analysis and Applications. 363 (2010) 639–647p.

4. Бронштейн И.Н., Семендяев К.А. Справочник по математике для инженеров и учащихся ВТУЗов. М.: Наука, 2006.

5. A. S. Yunusov, S. I. Afonina, M. A. Berdiqulov,D. I. Yunusova qiziqarli matematikava olimpiada masalalari. Toshkent, 2007.

6. Sharipov, S. S. (2022). The Work of Law Enforcement Agencies on the Roofs of Information Technology Activities, Such as the Sector of Reform and Improvement of Results. International Journal of Social Science Research and Review, 5(5), 157-161.

7. Sharipov, S., & Abdusaidov, S. (2024, March). Actual problems and solutions of mathematical competence development in future engineers. In American Institute of Physics Conference Series (Vol. 3045, No. 1, p. 040033).

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Published

2024-12-18

How to Cite

Kulanov, I., Burxonov, S., & Musurmonova, G. (2024). KUBIK TENGLAMANI YECHISHNING KARDANO USULI. SAMBHRAM XABARNOMASI, 1(1), 185–190. Retrieved from https://jurnal.sambhram.uz/index.php/JOURNAL/article/view/25