Hi, I have to do a vertical angle theorem and I have no idea how to do one. Please help, it would be much appreciated. Here's what I have to go off of:
angle f , f1 and B is an angle
A, f1, E is the vertical angle
These are my instructions:You may prove each theorem using either a two-column, paragraph, or flow chart proof. No matter the type of proof you choose, it must demonstrate a logical progression from one step to the next.
here is a link to a really good site that explains vertical angles. Hope it helps
sorry Can't help with a proof. I have not done one is a very long time. Look for one online and try to follow the same format
@campbell_st sorry, but there isnt a link there.
@precal thats all right. Thanks for trying anyways.
the way to prove vertical angle theorem is to use the supplementary angle theorem |dw:1428971276644:dw|
Follow Campbell's lead.
|dw:1428971386737:dw|
Well angle AEB looks like a right angle..
look at angle AEB in terms of supplementary angles remember AEC is a line segment so therefore its a straight angle... so by definition angles ARB and BEC must add to 180..
you can not assume right angles
vertical angles do not have to be 90 degrees
oops again, should read angles AEB and angle BEC add to 180
right
but if it intersects at a line that equals 180, wouldnt it be 90?
Im sorry this is all just a little new to me.
supplementary angles mean any two angles that add up to 180 so you could have 2 angles say 10 + 170 equal 180 or 20 +160 equal 180
Okay, so how exactly would I put that into a proof? I just dont know how to take the picture I have and turn it into that.
we don't really need angle measurements to do a proof
Okay, So how can I take the picture I posted with the vertical angles and turn it into one?
I just googled "how to write a two column proof of a vertical angle" Many videos came up and websites. You need to read them but they are all basically saying the same thing.
Will do. Thanks.
Good luck but you really don't need angle measurements. That is not how proofs are done.
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