Unit 1B – Transversals and Parallel Lines (Notes) Name Date I can… Essential Question(s): Key Concepts Notes Transversal Definition What does one look like? Be sure to label all lines. Teaching Points 1. How many angles did we just create by drawing a transversal? 2. Just like how we learned about vertical angles, adjacent angles, and linear pairs in the previous section, a transversal creates 4 more angle relationships. They are … Page 1 of 8 Document1 Page 2 of 8 Document1 Key Angle Relationships Start by drawing two lines and a transversal. Label the lines a and b, respectively, and name the transversal c. Consecutive Interior angles Nickname Angles Alternate Exterior angles Nickname Angles Alternate Interior angles Nickname Angles Corresponding angles Nickname Angles Page 3 of 8 Document1 Identifying Angle Relationships Examples Example 1 Directions: Refer to the figures at right. Identify each pair of angles below as alternate interior, alternate exterior, corresponding, or consecutive interior. 1. 3 and 6 2. 1 and 7 3. 3 and 5 4. 4 and 8 5. 2 and 8 6. 2 and 6 Example 2 1. 1 and 7 2. 2 and 10 3. 8 and 9 4. 4 and 10 5. 3 and 5 6. 1 and 9 Example 3 1. 3 and 10 2. 2 and 12 3. 8 and 14 4. 2 and 6 5. 4 and 9 6. 5 and 15 Page 4 of 8 Document1 Parallel Lines Definition What do they look like? How do I show this in my picture? Symbol How do I express this? Activity: How to Draw Parallel Lines 1. Begin by drawing and point C, so that C is NOT on the line. 2. Draw a line through C and across point D. at an angle, creating 3. With the compass about half DC, and the point on D, draw an arc across both lines. 4. Using the same compass width, repeat this at point C. 5. Set the compass width to the lower arc. 6. Move the compass to the upper arc. Mark off an arc to make point E. 7. Draw a straight line through C and E. Therefore, my result is….. Summary, Reflection, Analysis… Page 5 of 8 Document1 Unit 1B – Transversals and Parallel Lines Exercises Name Date Directions: Using the pictures below, identify each pair of angles as alternate interior, alternate exterior, corresponding, consecutive interior, vertical, or linear pairs. 1. 2and 8 2. 3and 6 3. 1 and 9 4. 6 and 8 5. 3 and 9 6. 6 and 12 7. 7 and 11 8. 9 and 10 9. 1 and 5 10. 6 and 14 11. 2 and 8 12. 1 and 3 13. 3 and 11 Page 6 of 8 Document1 14. 12 and 3 15. 4 and 6 16. 12 and 11 17. 6 and 16 18. 11 and 14 19. 10 and 16 20. 14 and 16 21. 2 and 12 22. 6 and 18 23. 13 and 19 24. 11 and 7 Page 7 of 8 Document1 Unit 1B – Transversals and Parallel Lines (Construction) Name Activity: Date Constructing Parallel Lines Directions: Using only a compass and a protractor, construct Page 8 of 8 . Document1