Question

In the figure below, ΔABC ≅ ΔDEF. Point C is the point of intersection between segment AG and segment BF, while point E is the point of intersection between segment DG and segment BF.

Prove ΔABC ~ ΔGEC.

Answer 1

@AlexandervonHumboldt2

Answer 2

@ganeshie8 help please

Answer 3

@inkyvoyd

Answer 4

@Jaynator495

Answer 5

can you help me

Answer 6

:(**

Answer 7

is this right
ABC is congruent to DEF because it is given
angle C = angle C because of vertical angles
angle E = angle E because of vertical angles
angle G = angles A and D because of 3rd angle theorem
triangle ABC ~ triangle GEC because of congruent angles

Answer 8

so i did it right

Answer 9

can you help me with one question?

Answer 10

its another proof

Answer 11

Look at the figure:
Make a two-column proof showing statements and reasons to prove that triangle DEF is similar to triangle DGE.

Answer 12

thank you and my experience with open study has been great do far

Answer 13

so*

Answer 14

its ok

Answer 15

its giving me time to try to solve it myself

Answer 16

<E = <F = 60º given
<G = <G = 90º given
<D = <E = 30º given
DEG is similar to DEF AAA theorem
i think this is it

Answer 17

ok

Answer 18

should i bump this question?

Answer 19

What do you mean by angle E equals angle E?

Answer 20

you mean angle e= angle f

Answer 21

where do you see e=e

Answer 22

yep, sorry

Answer 23

its k

Answer 24

ok, you are correct

Answer 25

thank you very much

Answer 26

Jay, can you confirm this?

Answer 27

oh, he is doing something else, but I believe 100% you are right :)

Answer 28

thank you can

Answer 29

no problem :)

Answer 30

and do you mind helping me with one more question?

Answer 31

nvm