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Math Help - Pointwise Characterization of Perpendicular Bisector Proof

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    Pointwise Characterization of Perpendicular Bisector Proof

    The perpendicular bisector of a segment AB is a line l such that l intersects AB at its midpoint and l is perpendicular to AB. Prove the following theorem:

    Pointwise Characterization of Perpendicular Bisector. A point P lies on the perpendicular bisector of AB if and only if PA = PB.
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    Prove two congruent triangles by SAS: Perpendicular, Bisector, Reflexive property, Creates Isosceles Triangle by CPCTC.
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