7. ____.
8. ____.
9. ____.
10. ____.
11. ____.
12. ____.
13. ____.
Answers
- Yes. If alternateinterioranglesare congruent,then the lines are parallel[Diff: 1].
 - No. Sincealternateexterioranglesare NOTcongruentthe lines are NOTparallel[Diff: 1].
 - No. Sincealternateinterioranglesare NOTcongruent,the lines are NOTparallel.[Diff: 1].
 - Yes. If correspondinganglesare congruent,then the lines are parallel[Diff: 1].
 - Yes. If exteriorangleson the sameside of the transversalare supplementary, then the linesare parallel
[Diff: 2].
6.. Since and are a linearpair, they are supplementary[Diff: 2].
7.. is an interiorangleon the sameside of transversal with the anglemarked So 
and the angleare supplementaryand [Diff: 3].
8.. is a verticalangleto the anglemarked [Diff 2]
9.. It is a correspondinganglewith angle [Diff: 3].
10.. It is a linearpair with a right angle[Diff: 1].
11.. It is a correspondinganglewith the anglemarked [Diff: 3].
12.. It is a verticalanglewith [Diff: 2].
13.. It is a linearpair with the anglemarked [Diff: 2].
Slopesof Lines
LearningObjectives
- Identifyand computeslopein the coordinateplane.
 - Use the relationshipbetweenslopesof parallellines.
 - Use the relationshipbetweenslopesof perpendicularlines.