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## Homework Statement:

- Find the complex numbers that verify the equation

## Relevant Equations:

- z^2 = (conjugate Z)^2

Hello!

I am locked in an exercise.

I must

If ##z=x+iy## then:

##(x+iy)^2=(x-iy)^2 ##

and operating and simplifying,

##4.x.yi=0 ##

and here I don't know how to continue...

can you help me with ideas?

thanks!!

I am locked in an exercise.

I must

**find (and graph) the complex numbers**that verify the equation:##z^2=\bar z^2 ##

If ##z=x+iy## then:

##(x+iy)^2=(x-iy)^2 ##

and operating and simplifying,

##4.x.yi=0 ##

and here I don't know how to continue...

can you help me with ideas?

thanks!!