Complex Roots Calculator

Finding All nth Roots of a Complex Number

Every nonzero complex number has exactly n distinct nth roots, equally spaced around a circle of radius r^(1/n) on the Argand diagram. These roots are given by De Moivre's formula: z_k = r^(1/n) cis((θ + 2πk)/n) for k = 0, 1, ..., n−1. This calculator finds and displays all of them.