Introduction

Geometrical construction is a fundamental aspect of mathematics that involves creating shapes, angles, and figures using only a compass, ruler (straightedge), and pencil without measuring directly. It plays a crucial role in various fields of study and real-life applications.

This helps visualize and understand geometric concepts like angles, triangles, circles, and symmetry. Reinforces theorems and properties (e.g., bisecting angles, drawing perpendicular bisectors).

It is used in applications such as: Architecture & Engineering (Used to design structures, bridges, and mechanical parts), Graphic Design & Art (Helps create accurate designs and perspectives), Surveying & Navigation (Used for land measurement and map-making) etc.