Affiliation:
1. The Civil Defence Academy of EMERCOM of DPR
Abstract
The article studies the problem of difficulties in studying mathematics by future engineers of fire and technosphere safety. The main difficulties include cognitive, motivational and practical ones. In order to overcome them, it is proposed to implement a practice-oriented approach to learning. The characteristic features of the difficulties in learning mathematics that arise in cadets of fire-technical specialties are described. Possible pedagogic methods leading to an increase in the understanding of the educational material in mathematics by cadets are indicated. It is proposed to bring the content of mathematical disciplines in line with the qualification requirements for a civil protection engineer so that they can overcome cognitive difficulties. Thus, it is recommended to leave only those sections that find practical application in the performance of a specialist of the Ministry of Emergency Situations. Conditions are indicated that allow the replacement of strict mathematical formulations by simplified explanations. The author's approach to the organisation of classes in mathematics is proposed in order to overcome motivational difficulties. In order to form the practical professional experience of cadets in teaching mathematics, it is recommended to conduct classes with the involvement of certified specialists of the Ministry of Emergency Situations and on-site classes. The course of such studies is described. In order to overcome practical difficulties, it is proposed to fill the content of mathematical disciplines with practice-oriented mathematical problems. The requirements for the condition of such problems are formulated, examples are given.
Publisher
Kostroma State University
Subject
Building and Construction
Reference16 articles.
1. Anis'kina M.S. Rol' faktorov sotsial'noi sredy v obuchenii matematike v protsesse psikhologo-pedagogicheskogo soprovozhdeniia [The role of social environment factors in teaching mathematics in the process of psychological and pedagogical support]. Vestnik assotsiatsii vuzov turizma i servisa [Bulletin of the association of universities of tourism and service],2016, № 2, pp. 68-76. (In Russ.)
2. Bermant A.F., Aramanovich I.G. Kratkii kurs matematicheskogo analiza: uchebnoe posobie [Short Course in Mathematical Analysis: Study Guide]. St. Petersburg, Lan Pub,2010. 736 p. (In Russ.)
3. Bogomolova E.P. Formirovanie programmy po matematike v tekhnicheskom universitete i kachestvo matematicheskikh znanii [Formation of a program in mathematics at a technical university and the quality of mathematical knowledge]. Obrazovanie i nauka [Education and science], 2016, № 1 (130),pp. 34-50.(In Russ.)
4. Galitsa A. Psikhologicheskie aspekty uchenogo protsessa v vysshikh uchebnykh zavedeniiakh [Psychological aspects of the scientific process in higher educational institutions].Vysshaia shkola [graduate School], 2013, № 1, pp.48-56. (In Russ.)
5. Gusev V.A. Teoriia i metodika obucheniia matematike: psikhologicheskie i pedagogicheskie osnovy [Theory and methods of teaching mathematics: psychological and pedagogical foundations]. Elektron. tekstovye dan. (1 fail pdf : 458 s.). Moscow, Laboratoriia znanii [Knowledge Lab], 2017. Sistem. trebovaniia: AdobeReaderXI; ekran 10''. (In Russ.)