1. Warm Up
Place the date in the top right of your paper.
August 29, 2012
What type of angles displayed below? Name two other
congruent angles.
2
4
5 3
6
7

2. Parallel Lines Cut By a
Transversal

3. Activator
Word Association
Match the following words with the correct
vocabulary words.

4. Parallel Lines Cut By a
Transversal
Opposite
Inside

5. Parallel Lines Cut By a
Transversal
90˚

6. Parallel Lines Cut By a
Transversal
Opposite
outside

7. Parallel Lines Cut By a
Transversal
Same side
outside

8. Parallel Lines Cut By a
Transversal
Bow -ties

9. Parallel Lines Cut By a
Transversal
Same side
Inside

10. Parallel Lines Cut By a
Transversal
180˚

11. Parallel Lines Cut By a
Transversal
Where is McDs?
Task
Please use Checklist!
DUE FRIDAY!

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. Parallel Lines Cut By a
Transversal
Transversal- line that crosses two or
more lines.

14. Parallel Lines Cut By a
Transversal
Alternate Exterior Angles
Opposite Sides of the transversal, on the
outside of the parallel lines. These angles
have the same measure.

15. Parallel Lines Cut By a
Transversal
Alternate Interior Angles
Opposite Sides of the transversal, on the
inside of the parallel lines. These angles
have the same measure.

16. Parallel Lines Cut By a
Transversal
Corresponding Angles
Angles that have the same relative
position. These angles have the same
measure.

17. Parallel Lines Cut By a
Transversal
Same-Sided Interior Angles
Same Sides of the transversal, on the inside
of the parallel lines. These angles are
supplementary.

18. Parallel Lines Cut By a
Transversal
Same-Sided Exterior Angles
Same Sides of the transversal, on the
outside of the parallel lines. These angles
are supplementary.

19. Parallel Lines Cut By a
Transversal
Vertical Angles
(Bow- Tie Angels)Angles that are opposite of
each other when two lines cross. They share
the same vertex. These angles have the
same measure.

20. Parallel Lines Cut By a
Transversal
Define in your own words:
Transversal
Alternate Exterior Angles
Alternate Interior Angles
Corresponding Angles
Same-Sided Interior Angles
Same-sided Exterior Angles
Vertical Angles
Homework:
Please complete the handout.