Question

Given:
1 = 2
3 = 4
D midpoint of
BC = DE

Prove:
A = E

1. ∠1=∠2, ∠3=∠4, D is midpoint of segment BE, BC = DE
CPCTE
2. BD = DE
ASA
3. BC = BD
1
Given
4. Triangle ABD congruent to Triangle EBC
Substitution
5. ∠A = ∠E
Definition of midpoint

Answer 1

@Vocaloid @kittybasil

Answer 2

come on people

Answer 3

i need help

Answer 4

I'm a little bit confused by the way the question is laid out.
I understand we're dealing with triangles, and we need to find the relations between several different angles and line segments. It's a bit difficult to know what's being asked without being able to see the triangles themselves. Is there any way you could upload those images? Or, maybe recreate them with the Draw tool?

Answer 5

srry

Answer 6

np

Answer 7

Would you mind taking a screenshot of the question?
Copypasted confused me lol