QATOR QISMIY YIG‘INDILARNI HISOBLASH LOYIHASINI  RIVOJLANTIRISH USULLAR

Erkinxon  Nizomxonov; Sanjarxon  Nizomxonov; Salohiddin  Umaraliyev

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Issue: Vol. 5 No. 1 Special Issue (2025): Republican scientific and practical conference with the participation of foreign scientists on the topic "Forming the Uzbekistan economy on the basis of innovation and financing startup projects"

Section: Articles

Published: Dec 28, 2024

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Erkinxon Nizomxonov

Katta o‘qituvchi, Toshkent amaliy fanlar universiteti, Gavhar ko’chasi 1-uy, Tashkent 100149,

sanjarxonnizomxonov@utas.uz

Sanjarxon Nizomxonov

Iqtisod yo‘nalishi talabasi, Toshkent amaliy fanlar universiteti, Gavhar ko’chasi 1-uy, Tashkent 100149

sanjarxonnizomxonov@utas.uz

Salohiddin Umaraliyev

Iqtisod yo‘nalishi talabasi, Toshkent amaliy fanlar universiteti, Gavhar ko’chasi 1-uy, Tashkent 100149

sanbestmamax@gmail.com

Abstract:

Ushbu maqolada ifodalangan misollardagi hadlari geometrik progressiya tashkil qiluvchi yig‘indilarni hisoblashda geometrik progressiya hadlari yig‘indisi formulasini qo‘llamasdan hisoblash usulini ko‘rib o‘tamiz.

How to Cite:

Nizomxonov, E. ., Nizomxonov , S. ., & Umaraliyev, S. . (2024). QATOR QISMIY YIG‘INDILARNI HISOBLASH LOYIHASINI RIVOJLANTIRISH USULLAR. Eurasian Journal of Academic Research, 5(1 Special Issue), 370–372. Retrieved from https://in-academy.uz/index.php/ejar/article/view/45520

References:

Зайцев В.В., Рыжков В.В., Сканави М.И. «Элементарная математика».М., «Высшая школа», 1964.

Моденов П.С. «Сборник задач по специальному курсу элементарной математика» .М., «Высшая школа», 1990.

Sh.R. Xurramov. Oliy matematika (masalalar to‘plami, nazorat topshiriqlari). Oliy ta’lim muassasalari uchun o‘quv qo‘llanma. 2-qism. –T.: «Fan va texnologiya», 2015, 300 - bet.

https://amkbook.net/mathbook/number-series-sum.

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