Question

prove that perpendicular bisector of the sides of triangle are concurrent ?

Answer 1

Let the triangle be ABC whose side are AB,BC and CA. A perpendicular bisector for the side AB is produced which is marked as x, similarly for line BC and AC perpendicular bisector is produced and named as y and z respectively. The three perpendicular bisector meet at a point O,Which are equidistant from the point O to the sides of the triangle. Therefore perpendicular bisector of the sides of triangle are concurrent.

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Answer 2

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