employee
Osh, Kyrgyzstan
GRNTI 14.15 Система образования
GRNTI 14.25 Общеобразовательная школа. Педагогика общеобразовательной школы
The article deals with the formation of research competence of primary schoolchildren through the use of heterogeneous mathematical tasks. The author analyses the types of classifications of mathematical tasks of different types that contribute to the activation and development of thinking in younger schoolchildren: creative tasks and tasks, the solution of which leads to the emergence of a new idea. It justifies the conclusion that the work on the development of logical thinking and the formation of a non-standard approach to solving problems in the course of teaching mathematics can and should start from the first grade.
younger schoolchildren; the subject of “Mathematics”; types of math problems; creative tasks; research activities; formation of competencies
1. Ammosova N.V., Kovalenko B.B. Reshenie zadach po matematike s izbytochnymi ili protivorechivymi dannymi v obshcheobrazovatel'noj shkole [Solving problems in mathematics with redundant or conflicting data in a comprehensive school ]. Uspekhi sovremennogo estestvoznaniya [Successes in modern science]. 2015, I. 5, pp. 183-185.
2. Ekimova M.A. Razvitie logicheskogo myshleniya uchashchihsya 5-7-h klassov posredstvom obucheniya resheniyu zadach s geometricheskim soderzhaniem. Kand. Diss [The development of logical thinking of students in grades 5-7 through learning to solve problems with geometric content. Cand. Diss]. Omsk, 2002. 166 p.
3. Zelenskij A.S. Ispol'zovanie special'no skonstruirovannyh oshibochnyh i neracional'nyh reshenij zadach dlya povtoreniya i korrekcii znanij uchashchihsya [The use of specially designed erroneous and irrational solutions to problems for the repetition and correction of students' knowledge]. Matematika v shkole [Mathematics in school]. 2012, I. 2, pp. 24-33.
4. Keldibekova A.O. Osobennosti podgotovki mladshih shkol'nikov k matematicheskim olimpiadam [Features of the preparation of primary schoolchildren for mathematical olympiads]. Izvestiya vuzov Kyrgyzstana [Bulletin of the universities of Kyrgyzstan]. 2016, I. 7, pp. 156-159.
5. Keldibekova A.O. Razvitie tvorcheskoj samostoyatel'nosti uchashchihsya pyatyh-shestyh klassov posredstvom zadach na poisk zakonomernostej [The development of creative independence of students in grades five through six through tasks to search for patterns]. Vestnik Zhalal-Abadskogo gosudarstvennogo universiteta [Bulletin of the Jalal-Abad State University]. 2014, I. 1 (28), pp. 74-79.
6. Keldibekova A.O. Reshenie zadanij na kletchatoj bumage kak sredstvo razvitiya tvorcheskih sposobnostej uchashchihsya shkol [Solution of tasks on checkered paper as a means of developing the creative abilities of students in schools]. Vestnik Kyrgyzsko-Rossijskogo slavyanskogo universiteta [Bulletin of the Kyrgyz-Russian Slavic University]. 2016, V. 16, I. 5, pp. 41-44.
7. Keldibekova A.O. Reshenie nestandartnyh zadach po matematike kak sredstvo formirovaniya tvorcheskogo myshleniya uchashchihsya shkol [The solution of non-standard problems in mathematics as a means of forming the creative thinking of school students]. Izvestiya Kyrgyzskoj akademii obrazovaniya [News of the Kyrgyz Academy of Education]. 2015, I. 4, pp. 113-118.
8. Keldibekova A.O. Rol' nestandartnyh zadach po matematike v razvitii logicheskogo myshleniya uchashchihsya shkol [The role of non-standard problems in mathematics in the development of logical thinking of school students]. Vestnik KGU im. I. Arabaeva (special'nyj vypusk) [Bulletin of KSU named after I. Arabaev (special issue)]. Bishkek: Kyrgyzskii gosudarstvennyi universitet im. I. Arabaeva Publ. 2015, pp. 152-157.
9. Keldibekova A.O. Formirovanie logicheskoj kul'tury shkol'nikov posredstvom olimpiadnoj matematiki [Formation of the logical culture of schoolchildren through olympiad mathematics]. Vestnik Narynskogo gosudarstvennogo universiteta im. S. Naamatova [Bulletin of the Naryn State University named after S. Naamatova]. 2016, I. 3, pp. 11-15.
10. Lerner I.Ya. Kachestva znanij uchashchihsya. Kakimi oni dolzhny byt'? [The quality of knowledge of students. What should they be?]. Moscow: Znanie Publ., 1978. 48 p.
11. Miteneva S.F. Razvitie tvorcheskih sposobnostej uchashchihsya v processe resheniya nestandartnyh zadach po matematike [The development of students' creative abilities in the process of solving non-standard problems in mathematics]. Vologda: Vologodskii gosudarstvenniy pedagogicheskii universitet Publ., 2008. 150 p.
12. Molyako V.A. Psihologiya tvorcheskoj deyatel'nosti [Psychology of creative activity]. Kiev: Znanie Publ., 1978. 46 p.
13. Okunev A.A. Spasibo za urok, deti! O razvitii tvorcheskih sposobnostej uchashchihsya [Thanks for the lesson, kids! On the development of students' creative abilities]. Moscow: Prosveshchenie Publ., 1988. 128 p.
14. Stolyar A.A. Pedagogika matematiki [Pedagogy of mathematics]. Minsk: Vyshejshaya shkola Publ., 1986. 158 p.
15. Federal'nyj gosudarstvennyj obrazovatel'nyj standart nachal'nogo obshchego obrazovaniya [The federal state educational standard of elementary general education]. Moscow: Prosveshchenie Publ., 2011. 32 p.
16. Erdniev P.M., Erdniev B.P. Ukrupnenie didakticheskih edinic v obuchenii matematike [The enlargement of didactic units in teaching mathematics]. Moscow: Prosveshchenie Publ., 1978. 257 p.
17. Esaulov A.F. Psihologiya resheniya zadach [Psychology of problem solving]. Moscow: Vysshaya shkola Publ., 1972. 214 p.
