Please help!!!
@iambatman @SolomonZelman either one of you..Can you check to see if I'm right on the first one and help me with the second question??
Attachment isn't working for me. iambatman will help. (Probably)
uuuu...Really?? Download it.......It should...cuz it works for me..
Can you help me on an algebra problem PLEASEE!??
You have questions about the geometry proof?
Yes, your answers are correct for the two-column proof. :)
You have an algebra question as well?
For the first one..Is it correct?
Yes :)
What about the second one.. Can you help me??
And for the second one, if you were to extend the line that connects U and Y
You will note that it is parallel to the line segment that forms the base of that triangle
and line segment VT would be a transversal
So what relationship would angle T have to angle VUY?
or angle U, if you would rather call it that. :)
Hang on..Let me get my book...I want to answer it first..
Certainly
I enlarged and zoomed in on that part of the drawing, so if it will help I can post that here.
i don't know..I give up..If I'm not mistaking...I have no clue......And yes..Post that here...
Just a moment please :)
|dw:1401740691423:dw|
I think that may better demonstrate the relationship
And you had something similar in your previous problem.
Suplementary? Let me check..
I meant corresponding..yes??
Yes!
Ok. So that would be the first one right?
So sometimes when they give you a drawing of a figure, it can help to extend line segments to clarify the relationship between angles and lines.
Yes, that should be the answer to the first one.
Ok..Thanx Sooooo much!!!:) What about the second one?
@anteater ??
No problem! Looking at it now. :)
Sorry - I thought I had posted that.
..Its fine..I thought you were gone for a sec...
Can you draw it out like you did for me with the one above? Cuz I hahve no clue...
Still thinking on it. Since YU and XW are parallel, then UW must be congruent to YX, and UWXY is a parallelogram. I am trying to see where to go from there.
Aww....Ok...
Oh! Ok :)
Another drawing
|dw:1401741404323:dw|
So you have a triangle where two angles are equal (an isosceles triangle).
And so if those two angles of that triangle are congruent, what does that tell you about the sides opposite those angles?
I don't know why I looked at the parallelogram before - not necessary.
But we do have an isosceles triangle.
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