1. Subject Matter: Points, Lines, and Planes Objective: TSWBAT understand basic terms and postulates of geometry.

2. Problem 1 Naming Points, Lines, and Planes

10. Problem 2 Naming Segments and Rays

18. Problem 3 Finding the Intersection of Two Planes

22. Problem 4 Using Postulate 1 – 4
Through any three noncollinear points there is exactly one plane.

26. Close the instruction by asking: Q: Is the following statement true
Close the instruction by asking: Q: Is the following statement true? "Through any line and noncollinear point, there is exactly one plane." Explain. [Yes, since any two points on the line and the third point would provide the three noncollinear points necessary for Postulate 1-4.]
Class work: Do Practice: Points, Lines, and Planes From Text book.
Homework: