THE ISSUE OF CHOOSING A RATIONAL METHOD FOR SOLVING POSITIONAL PROBLEMS DEPENDING ON INITIAL CONDITIONS

Анотація

The paper addresses the selection of methods for solving epure exercises in the course "Descriptive Geometry". It evaluates the number of necessary graphic constructions depending on the chosen solution method. It is shown that while projection transformation methods are more visual and versatile, they require more graphic constructions under certain initial conditions than conventional methods. An example of such a problem is provided, illustrating the solution using transformation methods and their application. The impact of the spatial arrangement of given geometric objects on the number of graphic constructions required to solve the problem is illustrated