Abstract
This article examines one of the pressing problems of modern mathematics education - the development of students' intellectual potential using non-standard problems. The main goal of the study is to substantiate the methodology for forming students' personal creative algorithms, not limited to ready-made templates for solving problems.References
Polya G. How to Solve It: A New Aspect of Mathematical Method. - Princeton University Press, 2014.
Azamov A. Nostandart masalalar (mantiq va ijodkorlik). - Toshkent: "Fan", 2002.
Ismoilov Sh., Soliyev A. Matematikadan nostandart masalalar va ularni yechish usullari. - Toshkent: "O'qituvchi", 2018.
Gardner M. Entertaining Mathematical Puzzles. - Courier Corporation, 2012.
Davlatov K. Matematika o'qitish metodikasi: innovatsion yondashuv. - Toshkent: "Innovatsiya-Ziyo" 2021.
Alixonov S. Matematika o'qitish metodikasi. - Toshkent: "Cho'lpon", 2011.
Yunusov A., Jumayev E. Matematikadan olimpiada masalalari (mantiqiy va nostandart yondashuvlar). - Toshkent: "Yangi asr avlodi", 2019.
O'zbekiston Respublikasi Prezidentining 2020-yil 7-maydagi PQ-4708-son qarori: "Matematika sohasidagi ta'lim sifatini oshirish va ilmiy-tadqiqotlarni rivojlantirish chora-tadbirlari to'g'risida". - www.lex.uz
Ziyonet axborot-ta'lim portali: Matematika darslarida muammoli ta'lim texnologiyalaridan foydalanish bo'yicha metodik tavsiyalar. - www.ziyonet.uz
Journal of Mathematics Education: Heuristic methods in teaching modern mathematics. – www.jme-online.org
Respublika ta'lim markazi: Matematika fanidan o'quv-uslubiy qo'llanmalar va nostandart masalalar bazasi. - www.rtm.uz

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