Find the multiplicative of the following complex number: `1-i`

Explanation

Given `(1-i)`

And we have to find multiplicative inverse of this.

Let `z=x+iy` be multiplication inverse of `1−i`
then we have

`(x+iy)(1−i)=1`

`x−ix+iy+y=1`

`x+y-(x-y)=1`

Now comparing real and imaginary parts we get,

...