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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 does P(z) signify?? Can’t we just write z instead of P(z)??What is the difference between them ??Can z be considered as a position vector for these sums??

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 does P(z) signify?? Can’t we just write z instead of P(z)??What is the difference between them ??Can z be considered as a position vector for these sums??

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1 Answers

Deepak Kumar Shringi
askIITians Faculty 4404 Points
5 years ago
P(z)signifies that coordinate of P is (z), its like you wrote A(z1) that signifies that z1 is coordinate of point A
here locus of P is perpendicular bisector of line joining z1 &z2 as distance of P from both is always same

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