prove that the bisector of Vertical angle of an isosceles triangle bisect the base at right angle
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Step-by-step explanation:
Let ΔABC be the isoceleus triangle with AB=AC and AD as vertical angle bisector
AB=AC∠B=∠C∠BAD=∠CAD
So by ASA criteria the triangles are congruent.
⟹BD=DC
So the bisector of vertical angel bisects the base
I hope it helps you:)
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