If $\overline{FH}\cong \overline{GI}$ and $\angle HFG \cong \angle IGF$, can you conclude from the diagram that $\overline{FI}\cong \overline{GH}$?

Question

sammixboo · Answer

Do you have the original images you can post?

ramos131 · Answer

i do but i dont know how to post it

sammixboo · Answer

Can you download the images by any chance?

ramos131 · Answer

i tried but its not letting me, but thank you

ramos131 · Answer

https://media.edgenuity.com/evresources/2092096_a0504930-7855-496d-9c65-367cd03d9e8b.png

sammixboo · Answer

Hmm, what computer are you on? Windows or MacBook???

sammixboo · Answer

Oh there we go!

ramos131 · Answer

did you get it?

sammixboo · Answer

Yes, only one though

ramos131 · Answer

its just one

sammixboo · Answer

Oh, I see it updated now, lemme take a look at the question now and see if I can help you with it!

ramos131 · Answer

Thank you so much

sammixboo · Answer

Alright so here is the graph we have:|dw:1608599428358:dw|

ramos131 · Answer

yes

sammixboo · Answer

|dw:1608599507842:dw|

sammixboo · Answer

Alright so there it is, all together! Before we begin, do you have an idea as to what the answer could be?

ramos131 · Answer

No

sammixboo · Answer

Alright, so all of the information that was given to us suggests that all of the angles and lines reflected horizontally are the same. Take a look at the angles and lines to see what is similar and the pattern between the two. Does lines FI and GH follow those same patterns?

sammixboo · Answer

The lines in black are the lines the question is asking if they are the same in length or not! |dw:1608600061532:dw|