Question

geometry help!

Answer 1

@vocaloid

Answer 2

@hero

Answer 3

You should trust your instincts

Answer 4

wym man

Answer 5

im confused i cant even pick one

Answer 6

what grade you in?
the correct answer is relatively simple and requires basic reasoning

Answer 7

also math is an easy subject unless you have dyscalculia or something.

Answer 8

just requires reasoning

Answer 9

B is correct as they're corresponding angles. They literally correspond. You should brush up your theorems, or just reason.

Answer 10

@Gucci, there is no option to select "corresponding angles" for choice B.

Answer 11

wait whatt

Answer 12

so whats this dude saying

Answer 13

BAH i meant c

Answer 14

sorry this keyboard is Pizza

Answer 15

I was trying to tell you that what you originally selected in your uploaded image is the correct choice.

Answer 16

Lol

Answer 17

Well you incidentally selected the correct cboice

Answer 18

really??

Answer 19

Weird like that sometimes

Answer 20

are you sure? @hero AGF and EHD are alt interior

Answer 21

look, EGB and EHD clearly correspond

Answer 22

therefore making c correct

Answer 23

@XLynx why did you skip option A?

Answer 24

cuz option A is alternating interior, not exterior

Answer 25

alt. exterior would be angles above and below the transversal parallels

Answer 26

One second

Answer 27

thats even more wrong now that i see it. they dont correspond AT ALL.

Answer 28

You're contradicting yourself

Answer 29

alternating exterior/interior is not the same as corresponding. corresponding would be on the same plane.

Answer 30

C does make more sense tho no??

Answer 31

yeah. it does.

Answer 32

i meant A*

Answer 33

lol

Answer 34

i dont see how. they dont correspond. they're alternating interior angles

Answer 35

Wait, We're talking about two different questions because @Gucchi uploaded two different images for the same question which should never happen

Answer 36

oh okay.

Answer 37

@Gucchi, to avoid confusion only post one image per question

Answer 38

C is correct for the transversal right?

Answer 39

i think hero is coping with being wrong xD

Answer 40

i only uploaded one ??

Answer 41

Nevermind. You only uploaded one but you're both still confused

Answer 42

imma just go with A man

Answer 43

I'll help you both out by literally typing out the options

Answer 44

@XLynx is the most confused

Answer 45

i have like 5 more questions i really want to do bro

Answer 46

i wanna make it quick

Answer 47

go ahead and submit, tell us the right answer

Answer 48

5 dollars says its C

Answer 49

We can't move on until @XLynx confusion is cleared up

Answer 50

explain why you think it's A

Answer 51

No I'm just going to post the options

Answer 52

@hero all that matters is that i understand it now. im the one that posted this question not him

Answer 53

he can post a seperate one if he wants to take it this far

Answer 54

because i dont have time

Answer 55

A: Corresponding Angles Theorem; \(\angle{AGF}\) and \(\angle{EHD}\) are congruent
B: Alternate Exterior Angles Theorem; \(\angle{EGB}\) and \(\angle{EHD}\) are congruent.
C: Corresponding Angles Theorem; \(\angle{EGB}\) and \(\angle{EHD}\) are congruent
D: Alternate Exterior Angles Theorem; \(\angle{AGF}\) and \(\angle{EHD}\) are congruent

Answer 56

yeah. C seems right. they correspond.

Answer 57

they're equal

Answer 58

and they're on the same side of the transversal

Answer 59

Did you read the original statement @XLynx?

Answer 60

Let me type that out as well

Answer 61

OH. sorry. i didnt read the original

Answer 62

yeah you're right go on to the others

Answer 63

It is given that \(\overline{AB}\) is parallel to \(\overline{CD}\) and points E, G, H, and F are collinear. \(\angle{AGF}\) and \(\angle{EGB}\) are vertical and congruent by the Vertical Angles Theorem. \(\angle{EGB}\) and \(angle{EHD}\) are congruent according to the ____. Finally ____ by the Transitive Property of Equality.

Answer 64

Yeah yeah I know I see it now don't worry

Answer 65

I didn't read

Answer 66

Had to clear up that confusion.