Give the missing reasons in this proof of the Alternate Interior Angles Theorem.
a._______
b._________
c.___________

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- anonymous

So basically, are they asking what the angle names are?

- anonymous

i guess so... i honestly didnt even see the other picture till now ;p

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- anonymous

I'm gonna give my best guess because the question is a little weird.
2) Definition of congruent angles.
3) Vertical Angles
4) Alternate interior Angles.
And where it says poof <4 = <6 then say "Proof of Alternate Interior Angles"
That is my best guess. It has been a while since I did that.

- anonymous

*prove

- anonymous

awesome thank you, maybe one more yuo can help me with ? (:

- anonymous

yeah sure.

- anonymous

aweomse

- anonymous

awesome lol hold on a sec

- anonymous

State the missing reasons in this flow proof.

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- anonymous

Pretty good @Hendrixsrv , but your reason for #1 is not correct.

- anonymous

Yeah, it's been a while since i've done these problems. If you it, tell her because I'm rusty with my geometry haha

- anonymous

a.
b.
c.
d.
e.

- anonymous

lol thank you guys(:

- anonymous

give me a sec to look at the chart.

- anonymous

okay im going to smoke a cancer stick.. you guys help me figure this out while im gone, and i will be back in 5 mins lol. dont go anywhere !!

- anonymous

|dw:1352437491096:dw|
The following angle pairs are supplementary by linear pair theorem:
1 and 3
1 and 2
3 and 4
2 and 4
5 and 7
5 and 6
7 and 8
6 and 8
The following are pairs of vertical angles (and are congruent):
1 and 4
2 and 3
5 and 8
6 and 7
The following pairs are corresponding (and are congruent)
1 and 5
2 and 6
3 and 7
4 and 8
The following pairs are alternate interior (and are congruent):
2 and 7
4 and 5
The following are consecutive interior (and are supplementary):
2 and 5
4 and 7
You should be able to find the alternate exterior (which are congruent), and the consecutive exterior pairs as well (which are supplementary.)

- anonymous

Yeah, the last question is vague to me. I don't know what to put on the lines. Can you help @CliffSedge ?

- anonymous

okay im back. i appreciate you guys helping me i've seriously been on this for two hours, now im gonna read everything youguys haev posted thus far

- anonymous

so what would angle 6 and 4 be?

- anonymous

@Hendrixsrv , I don't fill in blanks or choose from multiple choice answers. I only provide theorems and reasoning. It is up to bishop to use the information appropriately.

- anonymous

:) well @CliffSedge good strategy...I like it much......

- anonymous

but it is time tacking.. but it worth a lot!

- anonymous

@rosh007 , I agree. It is worth the extra effort to really study something and understand it.

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