FORMING LOGICAL THINKING SKILLS OF STUDENTS
Ochilova Zamira Shukrullo qizi Doctoral student of Bukhara State University
Keywords:
mathematics, logical reasoning, text problem, Biological models, Mathematical model of epidemic.Abstract
Today, one of the requirements for the organization of education is to achieve high results in a short time without spending too much mental and physical effort. In order to deliver certain theoretical knowledge to students in a short period of time, to create skills and competences in certain activities, as well as to control the activities of students, to evaluate the level of knowledge, skills and competences acquired by them, teachers are required to be highly pedagogical. requires a new approach to skills and training. Why exactly a short time? Because the student cannot focus on the lesson for a very long time, he gets bored and easily distracted. Therefore, the teacher should be able to attract the student’s attention and explain the content of the topic to the student in a short period of time. Biological models and a mathematical model of the epidemic were created and demonstrated with the help of examples.
References
Educating teachers of science, mathematics, and technology : new practices for the new millennium / Committee on Science and Mathematics. Copyright 2001 by the National Academy of Sciences. Constitution Avenue, N.W. Washington
Djurayev R.X va boshqalar. Pedagogik atamalar lug‘ati. –T.: “Fan nashriyoti”, 2008 yil. – 94-bet
A. Sh. Rashidov Matematika darslarida tа’limning shахsgа yo ‘nаltirilgаn tехnоlоgiyasi. Центр научных публикаций. 2021 yil. 3-son. 68-72 bet
A.Sh. Rashidov Ijtimoiy-gumanitar ta’lim yo’nalishi talabalari uchun matematik fanlar bo’yicha amaliy mashg’ulotlarni o’tkazish. Science and Education №9. C 283-291
О.O.Халлоқова. А.Рашидов Пороговое собственное значение модели Фридрихса. Молодой ученый, 2015 №15. C. 1-3
A. Sh. Rashidov Interaktivnyye metody pri izuchenii temy «Opredelennyy integral i yego prilozheniya». Nauchnyye issledovaniya. № 34:3. C 21-24
A. Sh. Rashidov Yoshlar intellektual kamolotida ijodiy tafakkur va kreativlikning oʻrni. Pedagogik mahorat 2021 yil №7. 114-116 bet.
Durdiev D.K, Nuriddinov J.Z., On investigation of the inverse problem for a parabolic integrodifferential equation with a variable coefficient of thermal Conductivity // Vestnik Udmurtskogo Universiteta. 2020, vol. 30, issue 4, pp. 572-584
Durdiev D.K, Nuriddinov J.Z., Determination of a Multidimensional Kernel in Some Parabolic Integro- differential Equation // Journal of Siberian Federal University. Mathematics physics 2021, 14(1), 117-127.
Nuriddinov J.Z., The problem of determining the kernel of the integro-differential heat equation with a variable coefficient // Uzbek Mathematical Journal 1 (2020) p. 103-110.
Durdiev D.K, Nuriddinov J.Z., Kernel determining problem in the integro-differential heat equation with a variable thermal conductivity // Bulletin of the Institute of Mathematics. 3(2020) p.15-26.
Нуриддинов Ж.З., Эквивалентная система интегральных уравнений для одной обратной задачи для интегро-дифференциального уравнения теплопроводности, Научный Вестник Бухарского государственного университета, №4 (2019), ст. 64-68.
Durdiev D.K, Nuriddinov J.Z., Nuriddinov, Inverse problem for integro-differential heat equation with a variable coefficient of thermal conductivity, Scientific reports of Bukhara State University, 2020, 5(81) p. 3-12.