Star Geometry is a branch of mathematics that studies the properties and relationships of star-shaped figures. These figures can be created by connecting points in a specific pattern, often resulting in shapes that resemble stars. The study involves understanding angles, symmetry, and the overall structure of these geometric forms. In geometry, star shapes can be classified based on their number of points and the way they are constructed. Common examples include the pentagram and hexagram, which have five and six points, respectively. Star Geometry is not only important in mathematics but also finds applications in art, design, and architecture.