KVADRATIK FORMALAR VA ULARNI KANONIK KO‘RINISHGA KELTIRISH HAQIDA

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A.I.Sotvoldiyev
A.Chorshanbiyev

Abstract

         Annotatsiya. Har qanday ko‘rinishdagi kvadratik formani biror-bir xosmas chiziqli almashtirish orqali kanonik koʻrinishga keltirilishi mumkin. Bunda berilgan kvadratik formani kanonik koʻrinishga keltiriladigan almashtirish bir qiymatli emas, ya’ni har qanday kvadratik formani turli koʻrinishdagi almashtirishlar bilan kanonik koʻrinishga keltirilishi mumkin. Agar kvadratik formada oʻzgaruvchilarning kvadrati ishtirok etmasa, u holda chiziqli almashtirish yordamida uni hech boʻlmaganda bitta oʻzgaruvchining kvadrati qatnashgan kvadratik formaga keltirish mumkin bo‘ladi. Ushbu maqolada kvadratik formalarni kanonik ko‘rinishga keltirish va kanonik ko‘rinishga keltiruvchi birorta almashtirishni topish usullarini keltirib oʻtamiz.

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How to Cite
A.I.Sotvoldiyev, & A.Chorshanbiyev. (2024). KVADRATIK FORMALAR VA ULARNI KANONIK KO‘RINISHGA KELTIRISH HAQIDA. PEDAGOGS, 52(1), 36–43. Retrieved from https://pedagogs.uz/ped/article/view/826
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Статьи

References

FOYDALANILGAN ADABIYOTLAR

Omonov Sherzod Shavkat o‘g‘li. (2023). Integration of the nonlinear modified korteveg-de fries equation loaded in the class of periodic functions. Web of Technology: Multidimensional Research Journal, 1(8), 16.20. Retrieved from https://webofjournals.com/index.php/4/article/view/353 Wire Insights: Journal of Innovation Insights Volume 1, Issue 7, December 2023. ISSN (E): 2810-6458 Website: https://academiaone.org/index.php/725

Ostonaqulov D.I. (2023). Integration and applications in economic dynamics // Open Herald: Periodical of Methodical Research. Т. 1. №. 4. pp. 9-14.

Sotvoldiev A.I., Ostonakulov D.I. (2023). Mathematical models in economics // Spectrum Journal of Innovation, Reforms and Development. Т. 17. pp. 115-119.

Sotvoldiyev A.I. (2023). Mathematics of economic processes nature and methods of modeling // Science and Education. Т. 4. №. 3. pp. 829-835.

Sotvoldiyev A.I. (2023). Kobb-Duglas ishlab chiqarish funksiyasi haqida. Journal of New Century Innovations. Uzbekistan. Vol. 34, Issue 1. pp. 102-105. https://www.newjournal.org/index.php/new/article/view/8408

Sotvoldiyev A.I., Ostonaqulov D.I. (2023). About Game Theory And Types Of Games // Texas Journal of Engineering and Technology. Т. 23. pp. 11-13.

Sotvoldiyev A.I., Xidirov N.G. (2022). Dinamik modellarni iqtisodiyotda qoʻllanilishi // Science and Education. Т. 3. №. 3. 1128-1137 betlar.

Sotvoldiyev A.I., Yuldashev S.A. (2023). Matematik modellashtirish va matematik model qurish metodlari. Pedagog respublika ilmiy jurnali. Uzbekistan. 5-son. 44-50 betlar. https://bestpublication.org/index.php/pedg/article/view/2985

Yuldashev Sanjarbek Arslon o‘g‘li, Azatova Sevara Nematjon qizi. (2023). Probability Theory in Financial. Journal of Innovation Insights, Volume 1, Issue 7, December 2023. ISSN (E): 2810-6458, https://academiaone.org/index.php/7

Yuldashev Sanjarbek Arslon o‘g‘li. (2023). Application of theory of probability in solving economic problems. Galaxy International Interdisciplinary Research Journal, 11(10), 358-362. Retrieved from https://internationaljournals.co.in/index.php/giirj/article/view/4491

Yuldashev Sanjarbek Arslon o‘g‘li. (2023). Chiziqli tenglamalar sistemasini iqtisodga tadbiq qilingan masalalarini microsoft excel yordamida yechish. PEDAGOGS, 46(1), 27-31. Retrieved from http://pedagogs.uz/index.php/ped/article/view/75

Yuldashev Sanjarbek Arslon o‘g‘li. (2023). Moliyaviy ehtimollar nazariyasi. Ta’lim innovatsiyasi va integratsiyasi, 5(1), 66-68. Retrieved from http://web.journal.ru/index.php/ilmiy/article/view/532