About Iota
The alphabet ‘i’ is known as iota. The value ‘i’ is √-1. It is basically used to denote imaginary numbers. Values of iota are
- i2 = -1
- i3 = -i
- i4 = 1
How to distribute complex numbers?
Complex numbers are used to find the square root of negative numbers. It comprises the real and imaginary parts. The complex number is of the form a + ib where a is the real part and b is the imaginary part. The real part of the complex number is any number and is represented by Re(z) where ‘z’ is any complex number. The imaginary part of the complex number comprises any number multiplied with ‘i’, The ‘i’ stands for iota. The complex numbers cannot be represented on the number line. They are represented on a plane called Argand Plane. For example: Let z = 3 + 5i. Here Re(z) = 3 and Im(z) = 5.