Constructive geometry

Constructive geometry is a branch of geometry focused on creating shapes and figures using basic geometric tools like a compass, straightedge, or ruler. Unlike traditional geometry, which often emphasizes abstract properties and theorems, constructive geometry emphasizes the process of construction. It highlights how to create figures accurately, ensuring that every step is clear and can be replicated. This approach is useful in fields like computer graphics, architecture, and engineering, where precise and replicable designs are essential. Essentially, it’s about understanding how to build geometric objects from simple components rather than just analyzing their properties.