In triangle PQR, PE is the perpendicular bisector of angle QPR then prove that PQ=PR
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Answered by
44
in triangles PEQ and PER
PE = PE (common)
angle PEQ = PER (each 90 degree)
QE=RE (PE is the perpendicular bisector of angle QPR)
By ASA congruency
triangle PEQ and PER are congruent
By CPCT (congruent parts of congruent triangles)
PQ=PR
PE = PE (common)
angle PEQ = PER (each 90 degree)
QE=RE (PE is the perpendicular bisector of angle QPR)
By ASA congruency
triangle PEQ and PER are congruent
By CPCT (congruent parts of congruent triangles)
PQ=PR
Answered by
2
Answer:
in this pe is common so angle Pqe and per are equal and qe and we are equal because of 90°
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