if op is midpoint of triangle aob prove op is perpendicular to ab
Answers
Answered by
1
AB is the chord of the circle.join A and B to O
in triangle APO and BPO
AO = BO (radii of the same circle)
<APO = <BPO (given OP ⊥ AB)OP = OP (common side)therefore two triangles are congruent by SAS congruency
AP = BP (cpct)
in triangle APO and BPO
AO = BO (radii of the same circle)
<APO = <BPO (given OP ⊥ AB)OP = OP (common side)therefore two triangles are congruent by SAS congruency
AP = BP (cpct)
Similar questions