Complex Function

Description

The Function \(Complex\) creates a complex number from two real numbers.

A complex number is defined as \(z = a + bi \).
\(a \) and \(b \) are real numbers and \(i \) stands for the imaginary unit.

Another notation for complex numbers is the pair notation: The real and imaginary parts are written as a pair of numbers: \(z = (Re, Im) \)

Syntax

Compex (a, b)

Example

Complex(3,2)= 3+2i

Complex Functions

Arg	Angle of a complex number
Complex	Create complex from two real
Conjugate	Get the conjugate values
FromPolar	Complex number from polar
Im	Gets the imaginary component
Imag	Creates a imaginary number
Magnitude	Gets the magnitude
Plot	Plot of complex numbers
Re	Gets the real component