|
 Lines
and Planes in Space
Honors Geometry
| Terms/Definitions |
| 1. Foot of a line |
2. 4 Ways to determine a plane |
| 3. Line Perpendicular to a plane |
4. Oblique Lines |
| 5. Line Parallel to a plane |
6. Parallel Planes |
| 7. Skew Lines |
8. Parallelism of lines and planes (gray box) |
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| Postulates |
- Three noncollinear points determine a plane.
- If a line intersects a plane not containing it, then the
intersection is exactly one point.
- If two planes intersect, their intersection is exactly one line.
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| Theorems |
| Write out theorems 45 - 49 and prove them. |
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Monday, Jan. 7
Friday, Jan. 11
Chapter Test
Homework: Section
6.1 Read and take notes on this section and then try p. 273 # 2, 7 - 9,
14, 15, and 18.
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Tuesday, Jan. 8
Homework: Section
6.2 - Read and take notes and then try p. 279 # 6 - 8, 10, 13, and 14.
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Wednesday, Jan. 9
Homework: Section
6.3 - read and take notes and then try p. 284 # 1 - 5, 7, 8, and
9.
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Thursday, Jan. 10
Homework: Chapter
Review: P. 281 # 18, and p. 288 # 1, 4 - 11.
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Friday, Jan. 11
Chapter Test
Homework: For
Monday, have the Cumulative Review completed p. 291 # 1 - 20.
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