Geometric Construction of nth Roots of Unity

This GeoGebra example dynamically illustrates the geometric construction and distribution of the nth roots of unity in the complex plane. It uses fundamental commands such as Intersect, Circle, and Sequence to divide the unit circle into n evenly spaced points, visually demonstrating the symmetry, algebraic structure, and geometric interpretation of complex roots. Core mathematical concepts include complex numbers, roots of unity, coordinate geometry, and rotational symmetry. The construction leverages objects like A, c, n, list1, list2, and text1 along with GeoGebra commands to create an interactive learning tool. It is suitable for high school complex number units, undergraduate mathematics introduction, or complex analysis courses, helping learners bridge algebraic formulas and geometric visualization.