A.C. is a line segment and line L is perpendicular bisector.if a point p lies on l show that p is equidistant from A and C
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it can easily be probed by congruence criterion RHS between two triangles and then prove AP and PC equal by CPCT
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L is the perpendicular bisector of A.C
So L is equidistant from A and C
P lies on the line L
So p is equidistinct from A and C
As the points on the same line will divide the line in equal ratio
So L is equidistant from A and C
P lies on the line L
So p is equidistinct from A and C
As the points on the same line will divide the line in equal ratio
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