Can someone answer this proof ASAP plz!

Question

Given: AC and DB bisect each other.

Prove: △ABE≅△CDE.

Answer 1

Assuming E is the point of intersection.

Because the two lines bisect each other you already have AE = CE and BE = DE between the two triangles. Since vertical angles are equal < AEB and <DEC between the two triangles are equal. That angle is between the two pairs of corresponding equal sides, so you have the triangles congruent by SAS.