HG U2D2 Using Geometry Software Aug19

Posljednje ažuriranje about 1 year ago

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Diagnostic Assessment
Two planes are intersecting in the following image.
Look at the image and write two true statements and one false statement about the image using your vocabulary of point, line, collinear, noncollinear, and plane.

Explore and Manipulate
Click on the link: https://www.geogebra.org/3d/q7jdmrne
Move parts around in the image.
What do you notice? What do you wonder?

HG U2D2 Using Geometry Software Aug19

Posljednje ažuriranje about 1 year ago

null

Diagnostic Assessment
Two planes are intersecting in the following image.
Look at the image and write two true statements and one false statement about the image using your vocabulary of point, line, collinear, noncollinear, and plane.

Explore and Manipulate
Click on the link: https://www.geogebra.org/3d/q7jdmrne
Move parts around in the image.
What do you notice? What do you wonder?

Build Your Own

Click on the link: https://www.geogebra.org/3d/wkazjrgc

Practice making a:

- point

- pyramid

- cube

- plane

- try the "more" option for more options

Screenshot
Create at least three noncollinear points.

Screenshot
Create a line and a line segment that intersect.

Screenshot
Create five points that are not all in the same plane.

Explore This!

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Click on the link: https://www.geogebra.org/calculator/kjfugxn9

Move parts around to understand the image and answer the questions.

How are the faces of the 3D figure different from the planes?

Name the intersection of plane DFG and Plane ABC.

Create Your Own

Click on the link: https://www.geogebra.org/3d/wkazjrgc

Use your knowledge of the technology tools and understanding of points, lines, and planes to create the following:

HG U2D2 Using Geometry Software Aug19

Diagnostic Assessment
Two planes are intersecting in the following image.
Look at the image and write two true statements and one false statement about the image using your vocabulary of point, line, collinear, noncollinear, and plane.

Explore and Manipulate
Click on the link: https://www.geogebra.org/3d/q7jdmrne
Move parts around in the image.
What do you notice? What do you wonder?

HG U2D2 Using Geometry Software Aug19

Diagnostic Assessment
Two planes are intersecting in the following image.
Look at the image and write two true statements and one false statement about the image using your vocabulary of point, line, collinear, noncollinear, and plane.

Explore and Manipulate
Click on the link: https://www.geogebra.org/3d/q7jdmrne
Move parts around in the image.
What do you notice? What do you wonder?

Screenshot
Create at least three noncollinear points.

Screenshot
Create a line and a line segment that intersect.

Screenshot
Create five points that are not all in the same plane.

How are the faces of the 3D figure different from the planes?

Name the intersection of plane DFG and Plane ABC.

Screenshot
Create two intersecting planes.

What is created when two planes intersect?

Screenshot
Create a plane and a line that intersects that plane.

Screenshot
Create at least three noncollinear points.

Screenshot
Create a line and a line segment that intersect.

Screenshot
Create five points that are not all in the same plane.

Screenshot
Create an additional plane that intersects the coordinate plane from #5.

Screenshot
Create a cube and plane. What is the intersection of a cube (or any prism) and a plane?

How are the faces of the 3D figure different from the planes?

Name the intersection of plane DFG and Plane ABC.

Name three non-collinear points.

Are points A, B, C, and J coplanar? Explain.

Evaluate the following statement with true or false.
Point I, point J, and point H are collinear but they are not coplanar.

Screenshot
Create two intersecting planes.

What is created when two planes intersect?

Screenshot
Create a plane and a line that intersects that plane.

What is created at the intersection of a plane and a line?

Create a line and a line segment.
What are the differences between these two?

Screenshot
Create an additional plane that intersects the coordinate plane from #5.

Screenshot
Create a cube and plane. What is the intersection of a cube (or any prism) and a plane?

Name three non-collinear points.

Are points A, B, C, and J coplanar? Explain.

Evaluate the following statement with true or false.
Point I, point J, and point H are collinear but they are not coplanar.

What is created at the intersection of a plane and a line?

Create a line and a line segment.
What are the differences between these two?

HG U2D2 Using Geometry Software Aug19

Diagnostic AssessmentTwo planes are intersecting in the following image. Look at the image and write two true statements and one false statement about the image using your vocabulary of point, line, collinear, noncollinear, and plane.

Explore and ManipulateClick on the link: https://www.geogebra.org/3d/q7jdmrneMove parts around in the image.What do you notice? What do you wonder?

HG U2D2 Using Geometry Software Aug19

Diagnostic AssessmentTwo planes are intersecting in the following image. Look at the image and write two true statements and one false statement about the image using your vocabulary of point, line, collinear, noncollinear, and plane.

Explore and ManipulateClick on the link: https://www.geogebra.org/3d/q7jdmrneMove parts around in the image.What do you notice? What do you wonder?

ScreenshotCreate at least three noncollinear points.

ScreenshotCreate a line and a line segment that intersect.

ScreenshotCreate five points that are not all in the same plane.

How are the faces of the 3D figure different from the planes?

Name the intersection of plane DFG and Plane ABC.

ScreenshotCreate two intersecting planes.

What is created when two planes intersect?

ScreenshotCreate a plane and a line that intersects that plane.

ScreenshotCreate at least three noncollinear points.

ScreenshotCreate a line and a line segment that intersect.

ScreenshotCreate five points that are not all in the same plane.

ScreenshotCreate an additional plane that intersects the coordinate plane from #5.

ScreenshotCreate a cube and plane. What is the intersection of a cube (or any prism) and a plane?

How are the faces of the 3D figure different from the planes?

Name the intersection of plane DFG and Plane ABC.

Name three non-collinear points.

Are points A, B, C, and J coplanar? Explain.

Evaluate the following statement with true or false.Point I, point J, and point H are collinear but they are not coplanar.

ScreenshotCreate two intersecting planes.

What is created when two planes intersect?

ScreenshotCreate a plane and a line that intersects that plane.

What is created at the intersection of a plane and a line?

Create a line and a line segment.What are the differences between these two?

ScreenshotCreate an additional plane that intersects the coordinate plane from #5.

ScreenshotCreate a cube and plane. What is the intersection of a cube (or any prism) and a plane?

Name three non-collinear points.

Are points A, B, C, and J coplanar? Explain.

Evaluate the following statement with true or false.Point I, point J, and point H are collinear but they are not coplanar.

What is created at the intersection of a plane and a line?

Create a line and a line segment.What are the differences between these two?

Diagnostic Assessment
Two planes are intersecting in the following image.
Look at the image and write two true statements and one false statement about the image using your vocabulary of point, line, collinear, noncollinear, and plane.

Explore and Manipulate
Click on the link: https://www.geogebra.org/3d/q7jdmrne
Move parts around in the image.
What do you notice? What do you wonder?

Diagnostic Assessment
Two planes are intersecting in the following image.
Look at the image and write two true statements and one false statement about the image using your vocabulary of point, line, collinear, noncollinear, and plane.

Explore and Manipulate
Click on the link: https://www.geogebra.org/3d/q7jdmrne
Move parts around in the image.
What do you notice? What do you wonder?

Screenshot
Create at least three noncollinear points.

Screenshot
Create a line and a line segment that intersect.

Screenshot
Create five points that are not all in the same plane.

Screenshot
Create two intersecting planes.

Screenshot
Create a plane and a line that intersects that plane.

Screenshot
Create at least three noncollinear points.

Screenshot
Create a line and a line segment that intersect.

Screenshot
Create five points that are not all in the same plane.

Screenshot
Create an additional plane that intersects the coordinate plane from #5.

Screenshot
Create a cube and plane. What is the intersection of a cube (or any prism) and a plane?

Evaluate the following statement with true or false.
Point I, point J, and point H are collinear but they are not coplanar.

Screenshot
Create two intersecting planes.

Screenshot
Create a plane and a line that intersects that plane.

Create a line and a line segment.
What are the differences between these two?

Screenshot
Create an additional plane that intersects the coordinate plane from #5.

Screenshot
Create a cube and plane. What is the intersection of a cube (or any prism) and a plane?

Evaluate the following statement with true or false.
Point I, point J, and point H are collinear but they are not coplanar.

Create a line and a line segment.
What are the differences between these two?