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AD is the bisector of angle …

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AD is the bisector of angle A of triangle Abc in which AB=AC. Prove that the angles opposite to equal sides is equal
  • 1 answers

Kiara Khurrana 6 years, 6 months ago

good question dear A / |\ / | \ /. | \. {hope this diagram is clear} B/__D___\C since AD is the bisector so BD=CD now ,In ∆ABD and ∆ACD AB=AC{ given} AD=AD{ commom} BD=CD{given} therefore,∆ABD~∆ACD{ cpct} so,angleB=angleC
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