KOMBINATORIKA MASALALARI

##article.authors##

  • Ziyatova Gulnora Yulchiboyevna ##default.groups.name.author##

##article.abstract##

Kombinatorikada nima o‘rganiladi? Kombinatorik xarakterga ega bo‘lgan masalalarni mumkin bo‘lgan barcha variantlar sonini hisoblashda «nechta?» yoki «necha xil usulda?» kabi savolarga javob berish talab qilinadi. Ta’rif: Har qanday narsalardan tuzilgan va bir biridan shu narsalarning tartibi yoki o‘zi bilan farq qiluvchi to‘plamlar (gruppalar) birlashmalar (kombinatorika) deyiladi. Birlashmani tashkil etgan narsalar elementlar deyiladi. Birlashmalar (kombinatorika)da quyidagilar o‘rganiladi: o‘rinlashtirishlar, o‘rin almashtirishlar, gruppalashlar va binom formulasi [1].

##submission.authorBiography##

  • Ziyatova Gulnora Yulchiboyevna

    Toshkent shahar Sergeli tumani politexnikumi

    Matematika fani o‘qituvchisi

    Email:ziyatovagulnora3@gmail.com

    Telefon: +998944029909

##submission.citations##

FOYDALANILGAN ADABIYOTLAR

1. Abdujalilovna, DT, Sayibjon, K., Shukirillayevna, KG, & Durbekovich, KM (2023). Flow around a thin profile with a two-phase medium with solid particles. Journal of Negative Pharmaceutical Outcomes, 3592-3596.

2. Djalilova Turgunoy Abdujalilovna, Atabayev Kamil. Derivation Of Theoretical Calculations Of The Acoustic Problem With Experimental Data. Journal of Pharmaceutical Negative Results ¦ Volume 14 ¦ Regular Issue 03 ¦ 2023.

3. Djalilova Turgunoy Abdujalilovna. On Cratering In A Flat Barrier Upon Impact Of A Spherical Particle. Journal of Pharmaceutical Negative Results ¦ Volume 13 ¦ Special Issue 9 ¦ 2022.

4. T. A. Djalilova, G. Sh. Komolova, M. D. Khalilov. On the distribution of the spherical wave V. innovative, educational, natural and Social Sciences. 87-92 page 16. 03. 2022 year.

5. Djalilova, T., Komolova, G., & Xalilov, M. (2022). О распространении сферической волны в нелинейно-сжимаемой и упругопластической средах. Oriental Renaissance: Innovative, educational, natural and social sciences jurnali, 2181-1784.

6. Ergashov S., Komiljonov B., Khalilov M. Applications of differential equations to solving some problems of mechanics and physics // Namangan Institute of Engineering Technologies, Scientific and Technical Journal, pp. 430-433. VOL 6 – Custom number (2) 2021.

7. Jalilova, T. A., Kamolova, G. Sh. K., & Khalilov, M. D. U. (2022). On the propagation of a spherical wave in nonlinear-compressible and aprugoplastic media. Oriental renaissance: Innovative, educational, natural and social sciences, 2 (3), 87-92.

8. Djalilova, T., Komolova, G., & Xalilov, M. (2022). О распространении сферической волны в нелинейно-сжимаемой и упругопластической средах. Oriental Renaissance: Innovative, educational, natural and social sciences jurnali, 2181-1784.

9. Дурбекович, M. Х., & Бобур, К. К. (2023, January). ОБ ОСОБЫХ ТОЧКАХ РЕШЕНИЙ МНОГОМЕРНОЙ СИСТЕМЫ В КОМПЛЕКСНОЙ ОБЛАСТИ. In " USA" INTERNATIONAL SCIENTIFIC AND PRACTICAL CONFERENCE TOPICAL ISSUES OF SCIENCE (Vol. 8, No. 1).

10. Muradiljon, K., & Mashxuraxon, S. (2023). Application of the Theory of Linear Differential Equations to the Study of Some Oscillations.

##submissions.published##

2024-12-24

##submission.howToCite##

KOMBINATORIKA MASALALARI. (2024). Modern Education and Development, 16(12), 50-53. https://scientific-jl.org/mod/article/view/7220