FORMATION OF QUANTITATIVE REPRESENTATIONS IN PRESCHOOL CHILDREN IN THE PROCESS OF MATHEMATICAL GAMES
DOI:
https://doi.org/10.61841/egnv2b18Keywords:
technology, quantity, representations, skills, objects, multiplicity and singularity,, counting, order count.Abstract
: the article analyzes various approaches to the content and methods of forming quantitative representations in preschool children, as well as the technology of forming the ability to group objects (2-6 years), the formation of ideas about the multiplicity and unity of objects (from 3 to 5 years), the formation of the ability to distinguish 1 and a lot of objects in the environment (from 3 to 4 years), the formation of the ability to compare 2 groups of objects by quantity, by establishing a one-to-one correspondence (from 3 to 6 years) the content of the training methodology eniya counting of objects (4 - 6 years), teaching methods ordinal account (4 - 6 years), and provides recommendations for their implementation in practice.
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References
1. Fidler, Maria. Mathematics is already in kindergarten: A manual for the kindergarten teacher / Maria Fidler; translation from Polish O. A. Pavlovich. - Moscow: Enlightenment, 1981. - 159 p. :
2. Montessori M. Maria Montessori. Children are different. Unique technique of early development. - M .: AST, 2015
3. Glenn Doman, Janet Doman How to increase the intelligence of your child. 2015 Publisher: MEDIAKIT Series: Soft Revolution
4. Stop K., Mamirov B. U., Aktamova V. U. ABOUT METHOD FOR SOLVING PROBLEMS USING GEOMETRIC TRANSFORMATIONS // European science. - 2019 .-- No. 4 (46).
5. Stop K., Azimov A. A., Adilova S. R. GEOMETRIC SENSE OF EQUATIONS WITH TWO
UNKNOWN // Science, technology and education. - 2019 .-- No. 2 (55).
6. Stop K., Nazarov O. U., Barotova M. A. RANDOM QUANTITIES AND THEIR LAWS OF
DISTRIBUTION // Bulletin of science and education. - 2019 .-- No. 8-2 (62).
7. Inatov A.I., Stop K. ABOUT FORMATION OF STUDENTS ABILITY TO PROVE VARIOUS WAYS
// Achievements of science and education. - 2017. - No. 6 (19) ..
8. Inatov AI, Stop K. METHODICAL FEATURES OF USING THE METHODS OF COMPARISON
AND ANALOGUE IN THE LESSONS OF MATHEMATICS // Questions of science and education. - 2017. - No. 7
(8) .cyberleninka.ru / article / n / metodicheskie-osobennosti-ispolzovaniya-metodov-sravneh
9. Stop, K., Inatov, A.I., Khimmatov, I., & Ruzieva, M. (2019). SOME ASPECTS OF STUDYING UNCERTAIN EQUATIONS IN SECONDARY SCHOOL. Science and education today, (6-1 (41)).
10. Abdullaev A. N., Inatov A. I., Stop K. The role and place of using modern pedagogical technologies in mathematics // Symbol of science. - 2016. - No. 2-1 ..
11. Abdullaev A., Inatov A., Stop K. Some methodological features of the application of information technology in the process of teaching mathematics // Informatics: problems, methodology, technology. - 2016 .-- S. 7-10.
12. Stop K., Mardanov EM, Ergashev A. THE STUDY OF THE ADDITION AND MULTIPLICATION THEORIES // TOPICAL ISSUES OF MODERN SCIENTIFIC RESEARCH. - 2019 .-- S. 258-261.
13. Stop, K., Mardanov, E.M., & Achilov, W. (2019). METHODOLOGY FOR THE STUDY OF DIOPHANTIC EQUATIONS AT EXTRA CLASS MATHEMATICS. BBK 72 S114.
14. Stop K., Shukrulloev B. Kh. O., Azimov A. A. ABOUT TEACHING STUDENTS BY METHODS OF
SOLVING PROBLEMS IN COMBINATORIES // Problems of modern science and education. - 2019 .-- No. 6 (139).
15. Stop, K., Mardanov, E. M., Mamadiyarov, J., & Dzhurakulova, M. Kh. (2018). TRAINING OF STUDENTS IN THE STUDY OF COMPLEX NUMBERS ALGORITHMS. In MODERN TRENDS IN THE DEVELOPMENT OF SCIENCE AND EDUCATION (pp. 545-548) ..
16. Stop, K., Mardanov, E. M., Mamadiyarov, J., & Dzhurakulova, M. Kh. (2018). STUDY OF SOME CLASSICAL INEQUALITIES IN EXTRA CLASS MATHEMATICS. In ACTUAL SCIENTIFIC RESEARCHES IN THE MODERN WORLD (pp. 605-608).
17. Stop, K., Mardanov, E. M., Mamadiyarov, J., & Dzhurakulova, M. Kh. (2018). TRAINING OF STUDENTS IN THE STUDY OF COMPLEX NUMBERS ALGORITHMS. In MODERN TRENDS IN THE DEVELOPMENT OF SCIENCE AND EDUCATION (pp. 545-548).
18. Mardanov, E.M., Stop, K., & Ganiev, D. (2018). ON THE FORMATION OF STUDENTS'S RESEARCH ABILITIES IN THE SOLUTION OF GEOMETRIC PROBLEMS. Continuum Maths. Computer
science. Education, (4), 73-76.
19. Stop, K., Inatov, A., Khimmatov, I., & Rakhimov, B. (2018). ABOUT SOME METHODS FOR THE DEVELOPMENT OF CREATIVE ACTIVITY OF STUDENTS IN THE SOLUTION OF EQUATIONS. BBK 72 S108.
20. Stop, K., Inatov, A., & Khimmatov, I. (2018). ROLE OF THE KEY TASK SYSTEM IN THE PROCESS OF TEACHING MATHEMATICS. In EUROPEAN RESEARCH: INNOVATION IN SCIENCE, EDUCATION AND TECHNOLOGY (pp. 77-79).
21. Stop, K., Inatov, A., Abdurakhmonova, M., & Shamsieva, G. A. (2018). ABOUT SOME WAYS OF DEVELOPING THINKING OF STUDENTS IN THE PROCESS OF SOLVING GEOMETRIC PROBLEMS. BBK 72 A105.
22. Stop, K., & Ganiev, D. (2018). FORMATION METHODOLOGY FOR STUDENTS ABILITIES TO APPLY VARIOUS WAYS OF PROOF OF INEQUALITY. In TOPICAL ISSUES OF MODERN RESEARCHES (pp. 455-457).
23. Stop K., Khayitmuradov Sh., Murtazaev M. ABOUT FORMATION OF RESEARCH ABILITIES AT STUDENTS WHEN STUDYING THE LOCATION OF ROOTS OF A SQUARE EQUATION // INNOVATIVE PROCESSES IN THE SCIENTIFIC ENVIRONMENT. - 2019 .-- S. 350-353.
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