A and B are two fixed points and P moves such that PA = nPB where n  1. Show that locus of P is a circle and for different values of n all the circle...

A and B are two fixed points and P moves such that PA = nPB where n != 1. Show that locus of P is a circle and for different values of n all the circles have a common radical axis.

 

Anonymous User Maths Circle 22 May, 2020 286 views

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