Answer:
Line z2 : Point L
Line z1 : Point A
Step-by-step explanation:
To find the complex conjugate you flip the sign of the complex number but keep the same magnitudes.
For line z2 we can see that one of the points is [tex]6-7i[/tex]. To find the complex conjugate we just flip the sign. So the complex conjugate is [tex]6+7i[/tex].
This means that the complex conjugate of line z2 can be represented with point: L
For line z1 we do the same thing. [tex]1-2i[/tex] goes to [tex]1+2i[/tex]. This can be represented with the point A
