You can use the excellent tool Subtracting Complex Numbers Calculator to perform basic operations like the Subtraction of complex numbers to get the result in no time. Just input the complex numbers on which you want to perform subtraction and click on the enter to get their difference.

**Ex:** (2+2i)-(4+4i) or (2i)-(4+4i) or (2+2i)-(4+4i)-(4+4i)

**Subtracting Complex Numbers Calculator:**Master your skills of subtracting complex numbers by using the tool over here. Learn about What is a Complex Number, How to find the difference between complex numbers manually. You just need to provide the input complex numbers and click on the enter button to avail the result in the blink of an eye. Make your calculations quite easy as the tool provides you with the step by step explanation.

Complex Number is a number that can be expressed in the form of a+ib where a, b are real numbers and i is the imaginary part. In this expression a is the real part and b is the imaginary part of the complex number. Complex Numbers usually extend the concept of the one-dimensional number line to the two-dimensional complex plane and uses the horizontal plane for X-Axis and Vertical Axis for the Imaginary Part.

Usually, Complex number is given in the form of Z= a+ib where a, b are real numbers.

Consider the complex numbers Z_{1} = a_{1}+ib_{1} and Z_{2} = a_{2}+ib_{2} the difference between Z_{1} and Z_{2} is defined as the Z_{1}-Z_{2}

Z_{1}-Z_{2} = (a_{1}-a_{2})+i(b_{1}-b_{2})

We can see the real part of the resulting complex number is the difference of the real part of each number and the imaginary part of the resulting complex number is equal to the difference of imaginary parts of each complex number.

Re(Z_{1}-Z_{2})=Re(Z_{1})-Re(Z_{2})

Im(Z_{1}-Z_{2})=Im(Z_{1})-ImRe(Z_{2})

Clear your ambiguities on various math concepts taking the help of free tools available at onlinecalculator.guru

**1. How do you subtract Complex Numbers?**

In order to Subtract Complex Numbers all you need to do is find the difference of real numbers to get the real number part and difference of imaginary numbers to find the imaginary part.

**2. What is the result of the Subtraction of Complex Numbers (2+2i) and (4+4i)?**

To subtract complex numbers you need to subtract the real parts of each number and imaginary parts of each number.

= (2+2i)-(4+4i)

=(2-4)+i(2-4)

= -2-2i

Therefore, difference of Complex Numbers (2+2i) and (4+4i) is -2-2i

**3. How to perform Complex Numbers Subtraction Easily?**

You can Perform Complex Numbers Subtraction easily by taking the help of our Subtracting Complex Numbers Calculator.

**4. Where do I get detailed Steps on finding the difference of Complex Numbers?**

You can get detailed steps on finding the difference of Complex Numbers on our page.