Geometric Calculus is a mathematical framework that combines elements of calculus and geometry to analyze and solve problems involving shapes and spaces. It extends traditional calculus concepts, such as differentiation and integration, into higher dimensions, allowing for a more comprehensive understanding of geometric properties and relationships. This approach is particularly useful in fields like physics and engineering, where it can be applied to study motion, forces, and other phenomena in multi-dimensional spaces. By utilizing tools like vectors, tensors, and differential forms, Geometric Calculus provides a powerful language for expressing complex ideas in a more intuitive way.