Prove the equation of a line and a circle in complex plane has a general form of :
Hence, or otherwise, prove
If are complex numbers
which satisfies below condition:
then they are locus of circles in complex plane.
Last edited by Mahan1; 26 Feb 2017 at 7:54 PM.
To just add on to your proof:
1.prove the equation below represents a line in complex plane:
the equation of the line in general is :
in complex plane, that translates into:
multiply by i:
Last edited by Mahan1; 26 Feb 2017 at 8:07 PM.
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