Question

HELP PLEASE!!! 2-column proof :(

Answer 1

Given: Triangle ABC is equiangular. EF//AC
Prove: Triangle EFB is equiangular.

Answer 2

If lines are parallel, then angles in matching corners are called Corresponding Angles.

Answer 3

R u still der ??

Answer 4

@Ganpat yup sorry

Answer 5

I know about corresponding angles

Answer 6

Statements
=======
1. Triangle ABC is equiangular.
2. m<A = m<B =m<C
3. Segment EF is parallel to Segment AC
4. <BEF is congruent to <BAC
5. <BCA is congruent to < BFE
6. Triangle ABC is similar to Triangle BEF
7. Triangle BEF is equiangular

Answer 7

These statements are the gist of the argument.

I leave the reasons for you. @star_girl

If you post the reasons, I or someone will try to check them for you.

Answer 8

Thanks!! :D

Answer 9

You are welcome.

Answer 10

Reasons
======
1. given
2. definition of equiangular triangles
3. given
4. definition of congruent angle theorem
5. definition of congruent angle theorem
I don't get 6
7. ??

Answer 11

@Directrix

Answer 12

if you log out and type the question your askin in google...it my come up with more openstudy questions like this...if you click on it you can become a phantom view like the dude/chick watching it right now...thats how i get help when no one is on

Answer 13

@demonchild99 Thanks! I am going to try that. :D

Answer 14

These are in need of repair:

4. congruent angle theorem --> 4 and 5 have to do with a postulate and it's not congruent angle postulate

5. congruent angle theorem

I don't get 6 --> Look up "postulate for triangle similarity"

7. ??

@star_girl