Abstract

Modern professional education takes into account the didactic potential of disciplines and modern educational technologies while searching, developing and implementing new resources and mechanisms in the process of preparing a competitive creative personality with the need for continuous self-improvement and self-development. Studying and analyzing the multicomponent composition of professional training, researchers note the pedagogical potential of information and communication technologies and mathematical disciplines as well as skills of self-determination, self-organization and reflection in the process of forming professional competence. Thus, the purpose of the article is to study features of forming students’ reflective position while studying mathematics at university by means of information and communication technologies. The leading method is the design of a methodical system for teaching mathematics at university, including didactic tools which contribute to increasing students’ interest to the subject, as well as the development of skills in self-determination, self-organization and self-analysis. As a result of the research, the authors of the article defined the didactic potential of information and communication technologies in the process of forming students’ reflective position while studying mathematics. They pointed out methodical aspects of including various forms of interaction of subjects of the educational process while studying mathematics at university through the use of information and communication technologies. Moreover, the authors developed the method “I am learning myself” in order to form students’ reflective position.

Highlights

  • One of the main directions in the teaching of mathematics at university is the realization of a personality-oriented approach

  • As a result of the research, the authors of the article defined the didactic potential of information and communication technologies in the process of forming students’ reflective position while studying mathematics

  • They pointed out methodical aspects of including various forms of interaction of subjects of the educational process while studying mathematics at university through the use of information and communication technologies

Read more

Summary

Introduction

One of the main directions in the teaching of mathematics at university is the realization of a personality-oriented approach. Formation of the student’s reflective position is defined as the process of developing their reflective abilities, skills and skills (Ishkov, 2004) Understanding and controlling their actions, making an informed choice and predicting the result, the subjects learn to build their activities. Note that the reflective component is significant in the structure of students’ readiness for professional activity. It is characterized by the following parameters: knowledge and ability to use methods of implementation of monitoring and evaluation activities in practice; high self-esteem of their own skills; confidence in using theoretical knowledge in solving applied problems, planning skills, organization and correction of educational and cognitive activity

Objectives
Methods
Results
Conclusion
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call