in the adjoining figure trangle abc is an isosceles triangle in which ab = ac if ab and ac are produce to d and e respectivity such that bd = ce prove that be = CD
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Step-by-step explanation:
CONS. join DE
Now..AB=AC And BD=CE
In triangle ABC and ADE
so AB/BD=AC/CE
and /_A=/_A
So triangle ABC is congruent to triangle ADE
AB /CD=AC/BE
= AB /CD=AB/BE
HENCE BE =CD
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