Modulus is the length of a vector. The length is the distance between two points. To find the modulus of a complex numbers is similar with finding modulus of a vector. For a given complex number, **z = 3-2i,**you only need to identify** **x and y. Modulus is represented with |z| or mod z. In this example, x = 3 and y = -2. Then,** |z| = Sqrt(3^2 + (-2)^2 )**. Modulus/ Absolute/ length is the **square root** of the sum of the **square** of x and y.

### Modulus or Absolute Value of Complex Numbers

This is also known as length of complex numbers. A notice here is that when finding the **modulus** or **absolute** we are finding the __distance between two points__.

A key thing here to note is

**operation sign**. Make sure you watch the video so as to get more details.

<strong><a href =”https://hacksmile.com/the-complex-plane/”>Also read and get more detailed here </a></strong>

https://www.youtube.com/watch?v=v7T1S-ayjVg