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1. 1. Warm UpPlace the date in the top right of your paper. August 29, 2012What type of angles displayed below? Name two othercongruent angles. 2 4 5 3 6 7
2. 2. Parallel Lines Cut By a Transversal
3. 3. Activator Word AssociationMatch the following words with the correct vocabulary words.
4. 4. Parallel Lines Cut By a Transversal Opposite Inside
5. 5. Parallel Lines Cut By a Transversal 90˚
6. 6. Parallel Lines Cut By a Transversal Opposite outside
7. 7. Parallel Lines Cut By a Transversal Same side outside
8. 8. Parallel Lines Cut By a Transversal Bow -ties
9. 9. Parallel Lines Cut By a Transversal Same side Inside
10. 10. Parallel Lines Cut By a Transversal 180˚
11. 11. Parallel Lines Cut By a Transversal Where is McDs?Task Please use Checklist! DUE FRIDAY!
12. 12. Where is McDs? Task Please use Checklist!Exemplar Example 1. 1. Yes, because the stores are on the inside of the parallel lines and opposite sides of the transversal CC ES
13. 13. Parallel Lines Cut By a TransversalTransversal- line that crosses two ormore lines.
14. 14. Parallel Lines Cut By a TransversalAlternate Exterior AnglesOpposite Sides of the transversal, on theoutside of the parallel lines. These angleshave the same measure.
15. 15. Parallel Lines Cut By a TransversalAlternate Interior AnglesOpposite Sides of the transversal, on theinside of the parallel lines. These angleshave the same measure.
16. 16. Parallel Lines Cut By a TransversalCorresponding AnglesAngles that have the same relativeposition. These angles have the samemeasure.
17. 17. Parallel Lines Cut By a TransversalSame-Sided Interior AnglesSame Sides of the transversal, on the insideof the parallel lines. These angles aresupplementary.
18. 18. Parallel Lines Cut By a TransversalSame-Sided Exterior AnglesSame Sides of the transversal, on theoutside of the parallel lines. These anglesare supplementary.
19. 19. Parallel Lines Cut By a TransversalVertical Angles(Bow- Tie Angels)Angles that are opposite ofeach other when two lines cross. They sharethe same vertex. These angles have thesame measure.
20. 20. Parallel Lines Cut By a TransversalDefine in your own words: Transversal Alternate Exterior Angles Alternate Interior Angles Corresponding Angles Same-Sided Interior Angles Same-sided Exterior Angles Vertical AnglesHomework: Please complete the handout.