IMPROVING DIDACTIC SUPPORT FOR THE PRACTICAL APPLICATION OF METRIC PROBLEMS IN PERSPECTIVE
Abstract
This article explores the modernization of didactic materials and teaching methodologies regarding metric problems in perspective projection. Unlike positional tasks, metric problems focus on the quantitative aspects of spatial representation, such as determining true lengths, distances, and angles within a distorted perspective field. The study identifies the cognitive challenges students face when transitioning from 2D Euclidean geometry to the non-linear measurements of perspective. By integrating specialized CAD algorithms, interactive scale-bars, and multimedia simulations, the research proposes a refined didactic model. This model facilitates the "reverse transformation" process—extracting real-world dimensions from perspective views—thereby bridging the gap between artistic visualization and precise engineering execution.