Publication Details
Issue: Vol 2, No 12 (2023)
Pages: 155-161
ISSN: 2835-3013

Abstract

In the article, in the teaching of geometry at school in interdisciplinary synchronous-asynchronous communication, the relationship between the creative activity and ability of the student, the creative process, experimental and non-experimental methods that form the scientific basis of research, methods, the structure and characteristics of mathematical abilities, numbers, numbers , the memory of formulas, the ability to spatial impressions, the ability to model abstract mathematical relationships and connections are discussed.

Keywords
geometric problem synchronous-asynchronous interdisciplinary creativity creative activity