Triangle Proofs! Will Give Fan And Medal!!
Use ΔABC below to answer the question that follows: Which fact is not used to prove that ABC is similar to DBE? The sum of angles A and B are supplementary to angle C. Segments AC and DE are parallel. AB is a transversal line passing AC and DE. Angle B is congruent to itself due to the reflexive property.
@ganeshie8 @nikato can you help?
@iambatman
@Luigi0210 @perl can someone please help
@timo86m @bibby
@ganeshie8
@jim_thompson5910
post any work or thoughts you have about this one
well I was thinking on eliminating AB is a transversal line passing AC and DE. since the transversal is DE I think
draw two parallel lines |dw:1419036436195:dw|
the transversal line is a line that cuts through the two parallel lines |dw:1419036461413:dw|
So then It would be true?
"AB is a transversal line passing AC and DE." is that true? if it is true, is it useful info?
Yes, since it is what creates the two triangles that we are trying to prove are similar
Its true
Im not sure about is it is useful tho
well idk about that reasoning, but you do use that transversal to show that angle BDE = angle BAC
Okay, I was looking at the proof and saw that the reflexive property wasnt used so I was thinkng on eliminating that one
I mean using that as my answer, not eliminating
And since the transversal is useful then that can be elimnated as an answer choice since the question asks which is NOT used
|dw:1419036992378:dw|
|dw:1419037022716:dw|
so have those 3 left
Yes
Im thinking that the answer would be about the reflexive property? I looked at a proof and saw that it wasnt used @jim_thompson5910
why wouldn't it be used?
I just looked at the proof on the lesson and saw it wasnt used
well angle B is definitely congruent to itself, and that is used because you need 2 pairs of angles to be congruent to show the triangles are similar
oh okay, i see
Woud AC parallel to DE be needed?
you tell me
do you think it's useful info?
Well I dont think it is useful. @jim_thompson5910
why is that?
Because you can already tell just by looking at the picture. But at the same time it is needed for the transversal
yeah if you use the transversal to show something like angle BDE = angle BAC then the lines need to be parallel (and it is useful info)
As you said earlier, we only need two angles to prove them similar so would the answer be A since it is talking about a third angle?
two pairs of angles, not 2 angles
Well since we have said that the other three choices are important then the last choice left would be A
yes, choice A is a true statement BUT it's not relevant here
I see that it is true, I just wasnt sure which was irrelevant. Thank you for all of your help c:
np
It was right btw :D
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