Question

help

Answer 1

copy this link and paste i onto a new tab: http://learn.flvs.net/webdav/educator_geometry_v14/module09/09_05b_01/index.html

Answer 2

I need help unscrambling this.

Answer 3

i cannot open it..

Answer 4

well, how would i do it this way?

Answer 5

*thinking

Answer 6

Lines m and n are shown parallel to each other, with a transversal passing through. The angles formed by the line and the transversal on line m on top of the line are labeled 1 and 2. The angles formed by the line and the transversal under line m are labeled 3 and 4. The angles formed by the line and the transversal on line n on top of the line are labeled 5 and 6. The angles formed by the line and the transversal under line m are labeled 7 and 8.Lines m and n are shown parallel to each other, with a transversal passing through. The angles formed by the line and the transversal on line m on top of the line are labeled 1 and 2. The angles formed by the line and the transversal under line m are labeled 3 and 4. The angles formed by the line and the transversal on line n on top of the line are labeled 5 and 6. The angles formed by the line and the transversal under line m are labeled 7 and 8.




Given: Angles 2 and 5 are supplementary.

Prove: lines l and m are parallel.









Statements
<2 + <5 =180°
line l || line m
<3 and <5 are supplementary
<2 and <5 are supplementary
<2 is congruent to <3
<3 + <5 =180°
Reasons
Substitution
Definition of Supplementary Angles
Given
Definition of Supplementary Angles
Converse of Same-Side Interior Angles Theorem
Vertical Angle Theorem