USING TRIZ TECHNOLOGY TECHNIQUES IN PRIMARY SCHOOL
24.01.2024
International Scientific Journal "Science and Innovation". Series B. Volume 3 Issue 1
Ergashev Jahongir Mamanazarovich
Abstract. The process of understanding, clarifying and formulating a given contradiction, according to TRIZ, is actually the process of formulating a task request, and the process of overcoming a contradiction is the process of solving a problem. Initially, TRIZ was presented by its author Heinrich Altshuller as a Theory for Solving Engineering Problems, i.e. as a theory for overcoming technical contradictions. However, later it began to be understood much more broadly - as the Theory of Solving Inventive Problems. Note that recently, many TRIZ followers have begun to classify inventive problems as problems whose solution is associated with overcoming contradictions, not necessarily technical, but, say, pedagogical, economic or managerial, focused on overcoming contradictions such as “profitability and sustainability”, “quality”, etc. and price”, “leader and follower”, etc. Therefore, increasingly, many researchers are offering a broader interpretation of this theory
Keywords: TRIZ - the theory of solving inventive problems, mathematics, primary school, education, training.
References:
1. Glazunova M.A. and others. Integrated course based on TRIZ pedagogy //Pedagogy. – 2002. – No. 6.
2. Zinovkina M. Towards knowledge through creativity // Teacher. – 1999. – No. 5.
3. Kuznetsova V.V., Pystina L.A. Formation of talented thinking in preschool children. – Saratov, 2001.
4. Kuryshev V.A. TRIZ approach to problem solving // School technologies. –2003. – No. 4.
5. Lyublinskaya A.A. To the teacher about the psychology of a junior schoolchild. – M.: Education, 1977.
6. Shiryaeva V.A. The theory of strong thinking - a training course on TRIZ for high school students // School technologies. –2001. - No. 3.
7. Khomenko N.N. The theory of solving inventive problems - TRIZ // School technologies. – 2000. – No.
8. Djumayev M.I The transformation of тe english language’s variants in contemporary great Britain. Educational process science and innovation international scientific journal volume 2 Issue 4 April 2023 Uif-2022: 8.2 | Issn: 2181-3337 | Scientists.Uz 19-27 https://doi.org/10.5281/zenodo.7818607
9. Djumaev M.I. Some Considerations of Teaching Mathematics Inuzbek Primary School. Journal of Mathematical & Computer Applications. SRC/JMCA-123. J Mathe & Comp Appli, 2023 Volume 2(2): 1-5 ISSN: 2754-6705
10. Djumaev M.I. Формирование элементарных математических представлений у детей в дошкольном возрасте с использованием и без наглядных материалов. Глобальный научный потенциал» , ИД ТМБ принт, СПб.№ 6 (147) 2023 г. http://globaljournals.ru/
11. Djumaev M.I. Мethodological principles of the student's independent work form under the supervising of the teacher in process of modern education https://doi.org/10.5281/zenodo.7772930
12. Dzhumaev Zh.M Scientific and practical foundations of studying the subject “Technology” in primary school. Professional education and society. — 2021. — No. 2(38). — 300 s. ISSN 2227-9652. 166-174
13. Peterson L.G. Modeling as a means of formation before the representations of the concept of function in 4-6 classes of high school. Dis. for a job . student step. Cand. ped . sciences. -M., 1984. -201s.
14. Peterson L.G. Modeling as a means of formation before the representations of the concept of function in 4-6 classes of high school. Dis. for a job . student step. Cand. ped . sciences. -M., 1984. -201s.
15. Peterson L.G. Modeling as a means of forming ideas about the concept of function in grades 4–6 of high school. Dis. for a job. student step. Cand. ped sciences. - M., 1984. - 201 p.
16. Zhumaev M.E. Methods of teaching mathematics for elementary grades: a Textbook. Bayyoz. Tashkent, 2023 .-- 296 p.