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If A(z1) and B(z2) are two points in the Argand plane and P(z) moves in Argand plane in such a way that |z-z1|=|z-z2|, then locus of P is.... What exactly is meant by finding locus?? How to solve these locus problems?? What does P(z) mean here??
In geometry, a locus (plural: loci) is a set of all points whose location satisfies or is determined Coming to the question, locus will be perpendicular bisector of z1 and z2. as |z-z1|=|z-z2| this menas thatz is at equal distance from z1 and z2. Hence it will on perpendicular bisector
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