Question

Solve this question.
wrong answer reported. ​

Answer 1

Given,

• AB = AC.
• AD = AE.

Find,

1. /_ADB = /_AEC.
2. ▲ABD congruent to ▲ACE.
3. BE = DC.

Solution,

In triangle ABC , we have

AB = AC.

so,/_ABC = /_ACB.

(By equal side opposite angle are equal) .

Now,

In triangles ABD / ACE.

AB = AC (Given) .

AD = AE (Given) .

/_ABC = /_ACB (proved above) .

Thus,

Triangles ABD / ACE are congruent by SAS congruence.

Therefore

/_ADB = /_AEC (By CPCT) .

and DB = EC (By CPCT) .

adding both sides DE.

DB+DE=EC+DE.

BE = DC.

Answer 2

Answer:

Hello bro this is your sis new id i am sanjana