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9/12 Bell Ringer Step 1: Name angles 1, 2, 3 and 4 in three different ways each. D G C R A B S X 1 2 3 4.

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Presentation on theme: "9/12 Bell Ringer Step 1: Name angles 1, 2, 3 and 4 in three different ways each. D G C R A B S X 1 2 3 4."— Presentation transcript:

1 9/12 Bell Ringer Step 1: Name angles 1, 2, 3 and 4 in three different ways each. D G C R A B S X 1 2 3 4

2 9/12 News and Notes Syllabus Status Exit Slip Grades Announcements: Quiz 1.1 on Friday –Covering all material up to this point

3 9/12 Agenda SWBAT identify collinear and coplanar points, parallel and perpendicular lines. -Do Now Review -Exit Slip Review 1.General Word Knowledge 2.1 Example – Writing geometry sentences 3.Guided Practice – Convert the following to geometry sentences! 4.Independent Practice

4 New Material Today we will talk more about point and line relationships in 2-D space. What does it mean for two teachers to be coworkers? –Work together –Work on the same projects, do similar things.

5 New Material, cont. Based on your understanding of what a coworker is, write down your own definition of what it means for 2 points to be collinear: –2 points are collinear if they’re on the same line. Now write down what you think it means for two points or lines to be coplanar: –2 points or lines are coplanar if they’re in the same plane.

6 New Material, cont. Now think back to the Chicago Map. Recall that it is set up like a coordinate plane. Do Ashland and Loomis ever intersect (cross each other)? So what are they? –PARALLEL LINES NEVER INTERSECT

7 New Material, cont. What about Roosevelt and Loomis? How do they intersect? –They intersect at right angles Two angles that intersect at a 90° angle are PERPENDICULAR LINES.

8 1 Example Give examples of: Collinear points Coplanar points Non-collinear points Non-coplanar points A D B C E GF H KJ X R

9 1 Example Give examples of: What lines are // ? EF // HJ What lines are ? EF GK and HJ GK A D B C E GF H KJ X R

10 Now write a sentence that details the relationship between elements EF and HP In words: EF is parallel to HP In math notation: EF // HP A D B C E R F H KP O T

11 Now write a sentence that details the relationship between elements EF and RK In words: EF is perpendicular to RK In math notation: EF RK A D B C E R F H KP O T

12 Now write a sentence that details the relationship between elements R and H R and H are coplanar T and K T and K are noncoplanar H and K H and K are collinear A D B C E R F H KP O T P and E P and E are noncollinear

13 Independent Practice You now have time now to work on the Independent practice portion of the work.

14 EXIT SLIP Answer on a sheet of loose leaf L M J K N O P S Q R T 1.) Give an example of perpendicular lines, using geometric notation. 2.) What is the relationship between points O and P? 3.) Describe the relationship between points K and O (hint: there are two answers for this). 4.) Which lines are parallel to each other? (Use geometric notation to describe. 5.) What type of angle is formed at a perpendicular intersection?


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