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A(z(1)) and B(z(2)) are two points in t...

`A(z_(1))` and `B(z_(2))` are two points in the argand plane then the locius of the complex number z satisfying arg `(z-z_(1))/(z-z_(2))=0` or `pi` is

A

the circle with `bar(AB)` as a diameter

B

the ellipse with A,B as extremities of the major axis

C

the perpendicular bisector of `bar(AB)`

D

the straight line passing through the points A and B

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The correct Answer is:
D
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