TRIGONOMETRY AND GEOMETRY |
This shows all n-th roots (red) of a complex number (black)
z =a + bi = r [ cos f + i sin f ]
in the complex plane. They are of the form
ui = r1/n [ cos (f/n + k 360/n) + i sin (f/n + k 360/n) ]
where k = 0, 1, 2, ..., n-1.
Click and/or drag for a new position of z.