from 01.01.2019 until now
the village of Kuharivka, Russian Federation
UDK 371.315 Методы обучения в зависимости от подачи учебного материала
GRNTI 14.15 Система образования
GRNTI 14.25 Общеобразовательная школа. Педагогика общеобразовательной школы
The article deals with the problem of improving the teaching of mathematics to younger students. The author shares his experience of using modeling in solving text problems, which is a description of a process in mathematical language. The features and methods of work based on the construction of a mathematical model are characterized, which in the case of complex and multifactorial problems is often the best way to study them. Examples of modeling the text problem algorithm are given. The importance of mastering the ability to solve text problems by younger students, which stimulates the development of their mathematical thinking and creative activity, is emphasized.
younger schoolchildren, teaching mathematics, text task, modeling, construction and study of a mathematical model, development of mathematical thinking
1. Istomina N.B. Metodika obucheniya matematike v nachal’noy shkole [Methods of teaching mathematics in elementary school]. Moscow: Akademiya Publ., 2017. 288 p.
2. Kirichek K.A. Klassifikatsiya tekstovykh zadach nachal’nogo kursa matematiki [Classification of text problems for an elementary course in mathematics]. Gumanitarnye nauchnye issledovaniya [Humanitarian scientific research]. 2016, I. 1, pp. 22-28.
3. Litvinenko I.A. Kak nauchit’ detey reshat’ zadachi [How to teach children to solve problems]. Saratov:Litsey Publ., 2015. 140 p.
4. Shadrina I.V. Metodika prepodavaniya nachal’nogo kursa matematiki: uchebnik i praktikum [Methods of teaching the initial course of mathematics]. Moscow: Yurayt Publ., 2019. 279 p.