Description: A torus is a donut-shaped surface generated by revolving a circle around an axis. This three-dimensional figure is characterized by its tubular shape and unique geometry, featuring a central hole. The torus is a subject of study in various branches of mathematics, especially in geometry and topology, where its structure and properties are analyzed. In terms of equations, a torus can be represented in three-dimensional space using parametric coordinates, allowing for a precise description of its shape. Additionally, the torus is a classic example of an object that cannot be deformed in three-dimensional space without breaking it, making it an interesting topic in the study of continuity and deformation. Its symmetry and topological properties make it relevant in various applications, from physics to computer science, where it is used in simulation and visualization models. In the realm of graphic design and 3D modeling, the torus is a commonly used shape due to its aesthetics and versatility, enabling the creation of complex and visually appealing structures.
