Question

Hii) Find the complex conjugate of
ZZ-7​

Answer 1

The complex conjugate of  Z, Z - 7​ = "(x + 7) - iy".

Step-by-step explanation:

Given, complex number = Z - 7

Let z = x + iy

Where, x is real part of compllex number and y is iaginary part of complex number

The conjugate of \bar{Z} = x -iy

The complex conjugate of   \bar{Z - 7} = x - iy + 7  

= (x + 7) - iy

Hence,  the complex conjugate of  Z, Z - 7​ =  (x + 7) - iy.