PARAMETRGA BOG‘LIQ XOSMAS INTEGRAL TUSHUNCHASI VA ULARNI YECHISH USULLARI
Keywords:
parametr, xosmas, integral, yaqinlashuvchi, xususiy hol, qiymatlar, o‘zgaruvchi, funksiya, almashtirish, chegara, limit, cheksiz.Abstract
Ushbu maqolda parametrga bog‘lik xosmas integrallarni ayrim muhim xossalarini nazariy o‘rganish hamda ular asosida uning yechish usullari qisqacha tushuntirib o‘tilgan. Maqoladagi asosiy mazmun parametrga bog‘liq xosmas integrallarni hisoblashdan iborat. Maqolaning asosiy maqsadi parametrga bog‘liq xosmas integrallarni yechish asosida uning muhim nazariy xossalarini o‘rganishdan iborat.
References
Ubaydullayev A.N. Kasr va irratsional tengsizliklarni yechishda algoritmik metod tadbiqi // Zamonaviy informatikaning dolzarb muammolari: o‘tmish tajribasi, istiqbollari rеspublika miqyosidagi ilmiy-amaliy anjuman materiallari. Toshkent, 2023. – B. 549-554.
Xodjiyev S, A.Ubaydulloyev Jurayeva N.O. Funksiya grafigi yordamida uning xossalarini o‘rganish bo‘yicha ayrim metodik tavsiyalar ERUS Scientific Journal №4 2022/4, -106-116 bet http://erus.uz/index.php/er/article/view/16
Ubaydullayev A.N. Methodology for Developing Professional Competence of Students Using Digital Technologies in Practical Training. Journal of Survey in Fisheries Sciences (SFS) 10(2S) 1355-1362, ISSN: 2368-7487, 2023. url: https://sifisheriessciences.com/journal/index.php/journal/article/view/870
M.A.Mirzaaxmedov, Sh.N. Ismailov, A.Q. Amonov. Matematika (algebra va analiz asoslari) 11-sinf. T.: Zamin nashr. 2018 y, -37 s
T.Azlarov, X. Mansurov. Matematik analiz, 1-qism. Toshkent. O‘qituvchi. 1994
M.N.Beshmakov. Algebra i nachala analiza. Ucheb dlya 10-11 kl. Sred. shk.2-ye.izd.-M.:Prosveshenie, 1992. -351 s
Xodjiyev S, Juraeva N.O. Nekotorыe metodicheskie sovetы pri reshenii stepenno pokazatelnыx uravneniy i neravenstv. Problemы pedagogiki. Moskva. №6 (57), 2021 g, -23-29 s
Ubaydulloyev A.N., Jo‘rayev H.O. Mathcad dasturida algebraik masalalarni yechish // “Ta’lim va innovatsion tadqiqotlar” Ilmiy-metodik jurnal, № 3, Buxoro, 2023. – B. 143-146 (13.00.00).
Ubaydullayev A.N., Kilichov O.Sh. Vestnik КRAUNC. Fiz.-Mat. nauki.// On one boundary value problem for the fourth-order equation in partial derivatives. vol.39, №2, 2022. – P. 32-41.