in the given triangle, e bisects ac and <b=<d. provw that triangle abe is congruent to triangle cde
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ae=ec
be=Ed
B=d
so abe~=cde
be=Ed
B=d
so abe~=cde
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AE=EC (E is the bisector of AC)
angle AEB=angle DEC(vertically opposite angles)
angle B=angle D (given)
therefore triangle ABE is congruent to triangle CDE by AAS congruence rule
angle AEB=angle DEC(vertically opposite angles)
angle B=angle D (given)
therefore triangle ABE is congruent to triangle CDE by AAS congruence rule
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