Point, Line, Plane Naming - GeoGebra
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1. Name 3 collinear points. (Turn the diagram if needed)
𝜋Check my answer2. Name 3 noncollinear points:
𝜋Check my answer3. Name a plane.
𝜋Check my answer4. Name in a different way. (Choose all that apply)
Select all that apply- A
- B
- C
- D
AB
) and then drag it. Notice how the part of the line that is behind the plane is dashed. Draw plane CEA (
), and then drag it. Then delete the line and plane that you drew. GeoGebra6. If possible, draw a line through E and C. Are E and C collinear?
Select all that apply- A
yes
- B
no
7. If possible, draw a line through E, G, and C. Are E, G, and C collinear?
Select all that apply- A
yes
- B
no
8. If possible, name two points that are non collinear, because you CANNOT draw a line through them.
𝜋Check my answer9. If possible, draw a plane through D, B, and F. Are D, B, and F coplanar?
𝜋Check my answer10. If possible, draw a plane through A, G, E, and B. Move the diagram around to see if the four points are on the plane. Are A, G, E, and B coplanar?
𝜋Check my answer11. If possible, name 3 points that are NOT coplanar, because you CANNOT draw a plane through them.
𝜋Check my answerSECOND DIAGRAM: Use points F, D, and E to drag the rectangular prism around. Then answer the following questions. GeoGebra12. Name the intersection of and .
𝜋Check my answer13. How many planes are in the image?
𝜋Check my answer15. Name two planes that do not intersect.
𝜋Check my answerNew Resources
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Tag » Collinear Plane Points
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Meaning Of Collinear Points - Vedantu
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Collinear Points - Definition, Formula, Examples - Cuemath
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Collinear
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Points, Lines, Planes, Segments, & Rays - Geometry - YouTube
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What Does It Mean If Points Are Collinear? - Quora
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Points, Lines, And Planes - Geometry - CliffsNotes
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Collinear Points | Superprof
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Collinear Points Do Not Determine A Plane - Zona Land Education
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Getting To Know Points Article
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Methods Of Demonstrating The Collinearity Of Points In Space
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Collinear And Non-collinear Points In A Plane Examples - GeoGebra
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[PDF] Worksheet-pts-lines-planes-angles.pdf
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1.1 Points, Lines And Planes