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Ushbu maqolada yangi innovatsion pedagogik texnologiyalar yo‘nalishiga bag’ishlangan bo‘lib, unda turli sohalarda dars beruvchi professor-o‘qituvchilar uchun dars berishning bir qancha interfaol uslubda bo‘lgan zamonaviy usullari hamda dasturiy-texnik vositalarining imkoniyatlari yoritildi. Yoritilgan interfaol muloqot tizimlari dars davomida talabalar bilan bevosita uloqot qilishning zamonaviy dasturiy-texnik vositalari bo‘lib, ular vositasida o‘qituvchi va talabalar (tinglovchilar) orasida real vaqt rejimida to‘g’ridan-to‘g’ri axborot almashinuvi amalga oshiriladi
References
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. 2. Kosimova, М. Y., Yusupova, N. X., & Kosimova, S. T. (2021). Бернулли тенгламасига келтирилиб ечиладиган иккинчи тартибли оддий дифференциал тенглама учун учинчи чегаравий масала. Oriental renaissance: Innovative, educational, natural and social sciences, 1(10), 406-415. 3. Қосимова, М. Я., Юсупова, Н. Х., & Қосимова, С. Т. (2021). БЕРНУЛЛИ ТЕНГЛАМАСИГА КЕЛТИРИЛИБ ЕЧИЛАДИГАН ИККИНЧИ ТАРТИБЛИ
ОДДИЙ ДИФФЕРЕНЦИАЛ ТЕНГЛАМА УЧУН УЧИНЧИ ЧЕГАРАВИЙ
МАСАЛА.
Qosimova, M. Y., Yusupova, N. X., & Qosimova, S. T. (2021). On the uniqueness of the solution of a two-point second boundary value problem for a second-order simple differential equation solved by the bernoulli equation. ACADEMICIA: An International Multidisciplinary Research Journal, 11(9), 969-973. 5. Azizov, M. S., & Rustamova, S. T. (2017). Yuqori tartibli differensial tenglamalarni bernulli tenglamasiga keltirib yechish. Toshkent shahridagi turin politexnika universiteti, 61. 6. Kosimova, M. Y. (2022). Talabalarni ta’lim sifatini oshirishda fanlararo uzviyligidan foydalanish. Nazariy va amaliy tadqiqotlar xalqaro jurnali, 2(2), 57-64
Yakubjanovna, Q. M. (2022). Some Methodological Features of Teaching the Subject «Higher Mathematics» in Higher Educational Institutions. Eurasian Journal of Physics, Chemistry and Mathematics, 4, 62-65. 8. Qosimova, M. Y., & Yusupova, N. X. (2020). On a property of fractional integro-differentiation operators in the kernel of which the meyer function. Scientific-technical journal, 24(4), 48-50. 9. Kosimova, M. Y., & Kh, Y. N. Solving higher-order differential equations using the method of order reduction. Chief Editor. 10. Tojiboyev, B. T., & Yusupova, N. X. (2021). Suyuq kompozitsion issiqlik izolyatsiyalovchi qoplamalari va ularning issiqlik o’tkazuvchanlik koeffisentini aniqlash usullari. Oriental renaissance: Innovative, educational, natural and social sciences, 1(10), 517-526. 11. Tojiboyev, B. T., & Yusupova, N. X. (2022). Innovatsion texnologiyalar asosida mahalliy xom ashyolardan issiqlikni saqlovchi materiallarni yaratish va tadbiq etish. Oriental renaissance: Innovative, educational, natural and social sciences, 2(4), 95-105. 12. Yusupova, N. X., & Nomoanjonova, D. B. (2022). Innovative technologies and their significance. Central asian journal of mathematical theory and computer sciences, 3(7), 11-16. 13. Yusupova, N. X. (2021). The role of tests in determining the mathematical ability of students. Central Asian Journal Of Mathematical Theory And Computer Sciences, 2(12), 25-28. 14. Yusupova, N. K., & Abduolimova, M. Q. (2022). Use fun games to teach geometry. Central asian journal of mathematical theory and computer sciences, 3(7), 58-60.
Yusupova, N. X. (2022). Use of interesting games in teaching mathematics.
Central asian journal of mathematical theory and computer sciences, 3(7), 7-10. 16. Abdug’opporovich, Y. A., & Muxammadjonovich, B. O. (2021). The role of physical education and sports in the formation of a healthy lifestyle in the family.
Innovative Technologica: Methodical Research Journal, 2(10), 48-51.
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