anonymous
  • anonymous
What is the missing step in the proof? A) Statement: ∠GAC and ∠GAB are supplementary. Reason: Linear Pair Theorem B) Statement: ∠AFE≅∠AFD Reason: Transitive Property of Equality C) Statement: ∠GAC≅∠BAF Reason: Vertical Angles Theorem D) Statement: ∠GAC and ∠AFD are supplementary. Reason: Linear Pair Theorem
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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jamiebookeater
  • jamiebookeater
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anonymous
  • anonymous
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anonymous
  • anonymous
@Baseballguy101
Baseballguy101
  • Baseballguy101
hm i know it's not c so far looking at the vertical angles theorem

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anonymous
  • anonymous
Alright, I would have thought so too..
Baseballguy101
  • Baseballguy101
i can't say 100% but i would go with b
anonymous
  • anonymous
B? alright!
anonymous
  • anonymous
This one is pretty big.. I do not like this one.
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anonymous
  • anonymous
Here's the choices for option one.
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xapproachesinfinity
  • xapproachesinfinity
ok so we want to prove that those congruent angle are 90 we have by the transverse two parallel lines the angle GAC is congruent to EFG and by the supplementary angles on a line EFG+AFD=180 but AFD is congruent to GAC so we have EFG=90 therefore the line is perpendicular and also it must be perpendicular to both line since they are parallel
anonymous
  • anonymous
Infinity, Baseball kinda already helped me answer that one.. lol..
Baseballguy101
  • Baseballguy101
im not the best at proofs but to me the last choice is the one one that makes sense. xapproachesinfinity looks to know a lot more about it than me haha
anonymous
  • anonymous
Perhaps you two should work together on this? I don't have that much time left to work on this, sadly...
Baseballguy101
  • Baseballguy101
ok what are the second options?
anonymous
  • anonymous
Here you go.
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anonymous
  • anonymous
Ugh, I have to leave soon, but I will return to doing this at home, but that doesn't mean I'll get the same questions.. :/
Baseballguy101
  • Baseballguy101
that one is linear pair
anonymous
  • anonymous
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