USE OF INTERESTING GAMES IN TEACHING MATHEMATICS
Keywords:
Projective cluster, ordinal cluster, metric cluster, algebraic cluster
Abstract
Interesting games play a very important role in the teaching of mathematics, because the purpose of various didactic games is to teach students to apply their theoretical knowledge in the field of solving various practical problems consciously quickly and decisively.
References
1. Qosimova, M. Y., & Yusupova, N. X. (2020). On a property of fractional integro-differentiation operators in the kernel of which the meyer function. Scientific-technical journal, 24(4), 48-50.
2. Qosimova, M. Y., Yusupova, N. X., & Qosimova, S. T. (2021). On the uniqueness of the solution of a two-point second boundary value problem for a second-order simple differential equation solved by the bernoulli equation. ACADEMICIA: An International Multidisciplinary Research Journal, 11(9), 969-973.
3. Kosimova, М. Y., Yusupova, N. X., & Kosimova, S. T. (2021). БЕРНУЛЛИ ТЕНГЛАМАСИГА КЕЛТИРИЛИБ ЕЧИЛАДИГАН ИККИНЧИ ТАРТИБЛИ ОДДИЙ ДИФФЕРЕНЦИАЛ ТЕНГЛАМА УЧУН УЧИНЧИ ЧЕГАРАВИЙ МАСАЛА. Oriental renaissance: Innovative, educational, natural and social sciences, 1(10), 406-415.
4. Yakubjanovna, Q. M. (2022). Some Methodological Features of Teaching the Subject «Higher Mathematics» in Higher Educational Institutions. Eurasian Journal of Physics, Chemistry and Mathematics, 4, 62-65.
5. Kosimova, M. Y. (2022). TALABALARNI TA’LIM SIFATINI OSHIRISHDA FANLARARO UZVIYLIGIDAN FOYDALANISH. Nazariy va amaliy tadqiqotlar xalqaro jurnali, 2(2), 57-64.
6. Tojiboyev, B. T., & Yusupova, N. X. (2021). SUYUQ KOMPOZITSION ISSIQLIK IZOLYATSIYALOVCHI QOPLAMALARI VA ULARNING ISSIQLIK O’TKAZUVCHANLIK KOEFFISENTINI ANIQLASH USULLARI. Oriental renaissance: Innovative, educational, natural and social sciences, 1(10), 517-526.
7. Tojiboyev, B. T., & Yusupova, N. X. (2022). INNOVATSION TEXNOLOGIYALAR ASOSIDA MAHALLIY XOM ASHYOLARDAN ISSIQLIKNI SAQLOVCHI MATERIALLARNI YARATISH VA TADBIQ ETISH. Oriental renaissance: Innovative, educational, natural and social sciences, 2(4), 95-105.
8. Yusupova, N. X. (2021). The Role of Tests in Determining the Mathematical Ability of Students. Central Asian Journal Of Mathematical Theory And Computer Sciences, 2(12), 25-28.
9. Rashidjon R., Sattorov A. Optimal Quadrature Formulas with Derivatives in the Space //Middle European Scientific Bulletin. – 2021. – Т. 18. – С. 233-241.
10. Расулов Р., Сатторов А., Махкамова Д. Вычисленние Квадрат Нормы Функционала Погрошности Улучшенных Квадратурных Формул В Пространстве //CENTRAL ASIAN JOURNAL OF MATHEMATICAL THEORY AND COMPUTER SCIENCES. – 2022. – Т. 3. – №. 4. – С. 114-122.
11. Jamshid Ismoiljonovich Fayzullayev, Abdusalom Mutalipovich Sattorov AXBOROT VA PEDAGOGIK TEXNOLOGIYALAR INTEGRATSIYASI ASOSIDA TEXNIKA OLIY TA’LIM MUASSASALARI TALABALARINING KASBIY KOMPETENTLIGINI RIVOJLANTIRISH // Scientific progress. 2021. №7.
12. Sattorov A. M., Qo’Ziyev S. S. MATEMATIKA FANI O’QITUVCHILARINI TAYYORLASHDA FANLARARO INTEGRATSIYANING ASOSLARI //Scientific progress. – 2021. – Т. 2. – №. 7. – С. 322-329.
13. Nazarova, G. (2021). METHODS OF DIRECTING ECONOMICS TO SCIENTIFIC RESEARCH ACTIVITIES. CURRENT RESEARCH JOURNAL OF PEDAGOGICS (2767-3278), 2(06), 90-95.
14. Nazarova, G. (2021). Modern pedagogical factors for the development of analytical thinking in future economists. ACADEMICIA: An International Multidisciplinary Research Journal, 11(3), 511-517.
15. Alimjonova, G. (2021). The need for integration of social and technical knowledge in the development of technological culture of students of higher technical educational institutions. ACADEMICIA: An International Multidisciplinary Research Journal, 11(3), 502-510.
16. Alimjonova, G. I. (2019). SOLUTION OF THE GOURSAT PROBLEM USING A TRANSFORMATION OPERATOR FOR A THIRD-ORDER PSEUDOPARABOLIC EQUATION WITH SINGULAR COEFFICIENTS. Scientific-technical journal, 22(2), 145-148.
2. Qosimova, M. Y., Yusupova, N. X., & Qosimova, S. T. (2021). On the uniqueness of the solution of a two-point second boundary value problem for a second-order simple differential equation solved by the bernoulli equation. ACADEMICIA: An International Multidisciplinary Research Journal, 11(9), 969-973.
3. Kosimova, М. Y., Yusupova, N. X., & Kosimova, S. T. (2021). БЕРНУЛЛИ ТЕНГЛАМАСИГА КЕЛТИРИЛИБ ЕЧИЛАДИГАН ИККИНЧИ ТАРТИБЛИ ОДДИЙ ДИФФЕРЕНЦИАЛ ТЕНГЛАМА УЧУН УЧИНЧИ ЧЕГАРАВИЙ МАСАЛА. Oriental renaissance: Innovative, educational, natural and social sciences, 1(10), 406-415.
4. Yakubjanovna, Q. M. (2022). Some Methodological Features of Teaching the Subject «Higher Mathematics» in Higher Educational Institutions. Eurasian Journal of Physics, Chemistry and Mathematics, 4, 62-65.
5. Kosimova, M. Y. (2022). TALABALARNI TA’LIM SIFATINI OSHIRISHDA FANLARARO UZVIYLIGIDAN FOYDALANISH. Nazariy va amaliy tadqiqotlar xalqaro jurnali, 2(2), 57-64.
6. Tojiboyev, B. T., & Yusupova, N. X. (2021). SUYUQ KOMPOZITSION ISSIQLIK IZOLYATSIYALOVCHI QOPLAMALARI VA ULARNING ISSIQLIK O’TKAZUVCHANLIK KOEFFISENTINI ANIQLASH USULLARI. Oriental renaissance: Innovative, educational, natural and social sciences, 1(10), 517-526.
7. Tojiboyev, B. T., & Yusupova, N. X. (2022). INNOVATSION TEXNOLOGIYALAR ASOSIDA MAHALLIY XOM ASHYOLARDAN ISSIQLIKNI SAQLOVCHI MATERIALLARNI YARATISH VA TADBIQ ETISH. Oriental renaissance: Innovative, educational, natural and social sciences, 2(4), 95-105.
8. Yusupova, N. X. (2021). The Role of Tests in Determining the Mathematical Ability of Students. Central Asian Journal Of Mathematical Theory And Computer Sciences, 2(12), 25-28.
9. Rashidjon R., Sattorov A. Optimal Quadrature Formulas with Derivatives in the Space //Middle European Scientific Bulletin. – 2021. – Т. 18. – С. 233-241.
10. Расулов Р., Сатторов А., Махкамова Д. Вычисленние Квадрат Нормы Функционала Погрошности Улучшенных Квадратурных Формул В Пространстве //CENTRAL ASIAN JOURNAL OF MATHEMATICAL THEORY AND COMPUTER SCIENCES. – 2022. – Т. 3. – №. 4. – С. 114-122.
11. Jamshid Ismoiljonovich Fayzullayev, Abdusalom Mutalipovich Sattorov AXBOROT VA PEDAGOGIK TEXNOLOGIYALAR INTEGRATSIYASI ASOSIDA TEXNIKA OLIY TA’LIM MUASSASALARI TALABALARINING KASBIY KOMPETENTLIGINI RIVOJLANTIRISH // Scientific progress. 2021. №7.
12. Sattorov A. M., Qo’Ziyev S. S. MATEMATIKA FANI O’QITUVCHILARINI TAYYORLASHDA FANLARARO INTEGRATSIYANING ASOSLARI //Scientific progress. – 2021. – Т. 2. – №. 7. – С. 322-329.
13. Nazarova, G. (2021). METHODS OF DIRECTING ECONOMICS TO SCIENTIFIC RESEARCH ACTIVITIES. CURRENT RESEARCH JOURNAL OF PEDAGOGICS (2767-3278), 2(06), 90-95.
14. Nazarova, G. (2021). Modern pedagogical factors for the development of analytical thinking in future economists. ACADEMICIA: An International Multidisciplinary Research Journal, 11(3), 511-517.
15. Alimjonova, G. (2021). The need for integration of social and technical knowledge in the development of technological culture of students of higher technical educational institutions. ACADEMICIA: An International Multidisciplinary Research Journal, 11(3), 502-510.
16. Alimjonova, G. I. (2019). SOLUTION OF THE GOURSAT PROBLEM USING A TRANSFORMATION OPERATOR FOR A THIRD-ORDER PSEUDOPARABOLIC EQUATION WITH SINGULAR COEFFICIENTS. Scientific-technical journal, 22(2), 145-148.
Published
2022-07-09
How to Cite
Yusupova, N. X. (2022). USE OF INTERESTING GAMES IN TEACHING MATHEMATICS. CENTRAL ASIAN JOURNAL OF MATHEMATICAL THEORY AND COMPUTER SCIENCES, 3(7), 7-10. Retrieved from https://cajmtcs.centralasianstudies.org/index.php/CAJMTCS/article/view/201
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