Question

In the given figure, AB is the bisector of angle A and AC=AD. Prove that BC=BD and Angle C=angle D.....
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Answer 1

Hope this answers helps.

Answer 2

Answer:

by sas criteria rule

Step-by-step explanation:

Given : AC=AD

To Prove : BC =BD

<C=<D

proof : From figure

In ∆ CAB and ∆BAD

AC=AD( given )

<ABC = <ABD ( AB bisects <A )

AB=AB ( common )

by SAS congruency

<CAB congruent to <BAD

so , BC=BD by CPCT

and

<C=<D