In triangle ABC and DEF- angle A- angle D- angle B-angle E and AB -EF- Will the two triangle be congruent- Give reasons your answer-

Question

Toppr Admin · Accepted Answer

In -triangle ABC- and -triangle-160-DEF-angle A- -angle D-angle B-angle E-160-AB -EF-In -triangle ABC- two angles and include side is-160-Given but in -triangle DEF- corresponding angles are-160-Equal but Side is not include of there angle-Triangles cannot be congruent-

In triangle $$ABC$$ and $$DEF, \angle A= \angle D, \angle B=\angle E$$ and $$AB =EF$$. Will the two triangle be congruent? Give reasons for your answer.

In $$\triangle ABC$$ and $$\triangle DEF$$
$$\angle A= \angle D$$
$$\angle B=\angle E$$
$$AB =EF$$
In $$\triangle ABC,$$ two angles and include side is
Given but in $$\triangle DEF,$$ corresponding angles are
Equal but Side is not include of there angle.
Triangles cannot be congruent.

In triangle $$ABC$$ and $$DEF, \angle A= \angle D, \angle B=\angle E$$ and $$AB =EF$$. Will the two triangle be congruent? Give reasons for your answer.

In $$\triangle ABC$$ and $$\triangle DEF$$$$\angle A= \angle D$$$$\angle B=\angle E$$ $$AB =EF$$In $$\triangle ABC,$$ two angles and include side is Given but in $$\triangle DEF,$$ corresponding angles are Equal but Side is not include of there angle.Triangles cannot be congruent.

In $$\triangle ABC$$ and $$\triangle DEF$$
$$\angle A= \angle D$$
$$\angle B=\angle E$$
$$AB =EF$$
In $$\triangle ABC,$$ two angles and include side is
Given but in $$\triangle DEF,$$ corresponding angles are
Equal but Side is not include of there angle.
Triangles cannot be congruent.