Geometric Demonstration of Complex Roots

This example dynamically demonstrates the geometric relationship of complex roots of quadratic equations in the complex plane. It involves core math concepts like complex numbers, quadratic equation roots, and the complex plane. Construction highlights include using ComplexRoot for complex root calculation, IntersectPath for intersection finding, and Plane for defining the complex plane, with objects such as a, k, f, z_1, z_2, conic, eq1, c, Z1, Z2, p, q. Suitable for high school mathematics teaching to understand the geometric significance and parametric effects of complex roots.