Please help quickly! I'm horrible at this part of geometry

In the figure below, segment CD is parallel to segment EF and point H bisects segment DE:
The figure shows a polygon comprised of four triangles, AIC, DIH, HEG, and FGB.
Prove ΔDIH ≅ ΔEGH
(Attachment below!)

Question

Please help quickly! I'm horrible at this part of geometry

In the figure below, segment CD is parallel to segment EF and point H bisects segment DE:
The figure shows a polygon comprised of four triangles, AIC, DIH, HEG, and FGB.
Prove ΔDIH ≅ ΔEGH
(Attachment below!)

jolquinnzley · Answer

attachment

jolquinnzley · Answer

@jhonyy9 could you help on this?

jolquinnzley · Answer

I saw you were looking at the other question and thought you might be able to help? Sorry if its random

jhonyy9 · Answer

ok

like a first think than you check this figure posted you see that the opposite angles of H are congruent yes ?

jolquinnzley · Answer

Mhm?

jhonyy9 · Answer

given that CD parallel EF so from this result that two parallels intersected by a line create congruent angles so angle D congruent angle E

jhonyy9 · Answer

given again that H bisect segment DE so from this result that DH congruent HE 

so from ASA similarity theorem result triangle DIH similar triangle HGE 

hope helped

jolquinnzley · Answer

Yes absolutely! Thank you very much sir!

jhonyy9 · Answer

np

anytime 

was my pleasure 

good luck bye bye

jhonyy9 · Answer

hope you understand it easy sure 

yes ?

jolquinnzley · Answer

Yes! i understand much better now, I really appreciate your help!

jhonyy9 · Answer

ok bye bye

jhonyy9 · Answer

and anytime just tag me - ok. ? i will try help you

jolquinnzley · Answer

Okay! Thank you very much, I'll remember that!

jolquinnzley · Answer

Have a wonderful day!