Question

Lines p and q are parallel. Explain how to determine the measure of angle E. Two parallel lines, p and q, intersected by transversal t. The angles where q and t intersect are labeled A, B, C, and eighty-three degrees. The corresponding angles where p and t intersect are labeled D, E, F, and G.

Answer 1

I need help, Please? I don't know how to make a model or even answer the question!

Answer 2

Wasn't there any kind of image or diagram included with that question?

Answer 3

@qweqwe123123123123111 no, there was not.

Answer 4

Then you can use this one. I made it from your description.
The angles ABCDEFG were rather ambiguously described, so I just laid them out in order.

Answer 5

Thank you! Based on the drawing you made, the answer would be that Angle E is equal to 83 degrees because is the same angle as the unknown angle?

Answer 6

No.

Adjacent angles along the same side of a line total 180 degrees.
So A+C=180, A+B=180, etc.
Angles diagonally opposite are equal, so that:
E=F, D=G, etc

Now here, E is congruent to B.
Using the info I just gave you, what is the angle of B?

Answer 7

Are you there?

Answer 8

Sorry.

Answer 9

OH!
SO the E is equal to B.
180 - 83 = 97

97 is the measure of E. Thanks!