Abstract
Geometriya qadim zamonlardan boshlab, inson tafakkuri va ilmiy izlanishining ajralmas sohasiga aylangan. Uning asosiy vazifasi – olamdagi figuralar, chiziqlar va shakllar o‘rtasidagi munosabatlarni tartibli, qat’iy va aniq ifodalash hamda bu munosabatlarning isbotini matematik asosda taqdim etishdan iborat. Vaqt davomida geometrik teoremalarni isbotlash uchun turli yondashuvlar va metodlar ishlab chiqildi, bu jarayonda koordinatalar metodining ahamiyati va o‘rni tobora ortib bordi. Zamonaviy ta’limda bu usulning har bir bosqichi chuqur va sinchiklab o‘rganiladi, sababi u nafaqat isbotlash jarayonini soddalashtiradi, balki mantiqiy tafakkurni mustahkamlaydi, tahlil va umumlashtirish malakalarini kengaytiradi.
References
1. Aliyeva, Nodira, Djurayeva Saida, va Yalgasheva Shirinhol. "Opportunities to use Google services to organize the learning process." (2021).
2. Gusev, V.A., Kolyagin Yu.M., va Lukankin G.L. Vektori v shkolnom kurse geometrii. — M.: Prosvisheniye, 1986.
3. Gusev, V.A., Litvenko V.N., va Mordkovich A.G. Praktikum po resheniyu matematicheskix zadach. — M.: Prosvisheniye, 1986.
4. Gulchehra, Kadirova, va Rasuleva Maprat. "Comparative characteristics of operating systems of the windows 7th and 10th generations family." (2021).
5. Ishmetov, A.Ya. Topologik fazolardagi idempotent ehtimollik o'lchovlari fazosining geometrik va topologik xossalari: 01.01.04 – Geometriya va topologiya. Fizika-matematika fanlari bo‘yicha falsafa doktori (PhD) dissertatsiyasi avtoreferati. Toshkent, 2020.
6. Matousek, Jiří. Lectures on Discrete Geometry. — Berlin: Springer, 2002.
7. Ziyadullayevna, S.M., Atabekovich Y.S., va Abduxakimovich I.Y. "Content of the Modular Education System in Teaching Mathematics." Central Asian Journal of Mathematical Theory and Computer Sciences, 2021, T. 2, № 4, S. 23-25.
8. Vladimir Boltyanski, Horst Martini, Petru S. Soltan. Excursions into Combinatorial Geometry. — Springer, 1997.
This work is licensed under a Creative Commons Attribution 4.0 International License.