Source: wikibot/geometry-of-complex-numbers
= Geometry of Complex Numbers
{wiki=Geometry_of_Complex_Numbers}
The geometry of complex numbers is a way to visually represent complex numbers using the two-dimensional Cartesian coordinate system, often referred to as the complex plane or Argand plane. In this representation, each complex number can be expressed in the form: \\\[ z = a + bi \\\] where \\(a\\) is the real part, \\(b\\) is the imaginary part, and \\(i\\) is the imaginary unit, defined as \\(i^2 = -1\\).