Question 173749: Given: Segment AB is parallel to segment BE; Segment CD is parallel to segment BE; Segment AD is perpendicular to segment CE
Prove: Angle A is congruent to angle C
Here's a picture to help you:
http://i164.photobucket.com/albums/u27/foxymccloud/321gogeometry.jpg
Answer by Edwin McCravy(20060)   (Show Source):
You can put this solution on YOUR website! Given: Segment AB is parallel to segment BE; Segment CD is parallel to segment BE; Segment AD is perpendicular to segment CE
Prove: Angle A is congruent to angle C
Sorry, but none of the things given are true. You've got the
lettering wrong, either in the problem or on the figure from
Photobucket. Please repost a corrected version and we can help
you.
Note: If you will copy and paste the following code, placing triple
open braces, three of these {, before it, and triple
close braces, three of these }, after it, you will get
the above figure:
drawing(400,228.6,-3,4,-1,3,
triangle(-2,0,0,0,-2,4/3),triangle(0,0,3,0,0,2),line(-3,0,4,0),
rectangle(-2,0,-1.8,.2), rectangle(0,0,.2,.2), locate(-2,0,B),
locate(0,0,D),locate(3,0,E),locate(-2,1.6,A),locate(0,2.26,C))
The key for open brace "{" is the key just right of the P, shifted.
The key for close brace "}" is the key just right of that, the "}",
also shifted.
Edwin
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