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Technology 
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Rotating Houses

2D pictures of 3D solids (Geometry) 
Java Applet 
Tool 

[2]

Students are presented with a 3d figure created with blocks that can be rotated and flipped using a mouse. The figure must be rotated until it matches a 2d representation of one of the views. There ...
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Space Blocks

2D pictures of 3D solids (Geometry) 
Java Applet 
Tool 

[1]

Create and discover patterns using three dimensional blocks.
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Space Blocks (tPoW version)

2D pictures of 3D solids (Geometry) 
Java Applet 
Tool 

[3]

Manipulate the threedimensional blocks to think about what the arrangement looks like from a front, side, and/or back view. Visualize a twodimensional representation in a threedimensional environme...
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Volume inside a cube  Math Op...

2D pictures of 3D solids (Geometry) 
Java Applet 
Tool 

[0]

An interactive applet and associated web page that demonstrate the volume of a cube.
A cube is shown where the edge length can be changed by dragging.
The volume is continuously recalculated ...
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Volume inside a cylinder  Ma...

2D pictures of 3D solids (Geometry) 
Java Applet 
Tool 

[0]

An interactive applet and associated web page that demonstrate the volume of a cylinder.
A cylinder is shown where the height and radius can both be changed by dragging.
The volume is continu...
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Building a House

2D pictures of 3D solids (Geometry) 
Java Applet 
Technology PoW 

[2]

Use a Java applet from the Freudenthal Institute to help find the largest number of cubes and the smallest number of cubes to make the house pictured in the problem.
NOTE: A free l...
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How Many Cubes?

2D pictures of 3D solids (Geometry) 
Java Applet 
Technology PoW 

[5]

Given the front view and side view of an arrangement of cubes, students are asked for the largest number of cubes that could have been used to make the arrangement, as well as the smallest number poss...
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¿Cuántos Cubos?

2D pictures of 3D solids (Geometry) 
Java Applet 
Technology PoW 

[0]

Dado la vista de frente y del lado de unos cubos, se pide que los estudiantes encuentren el número máximo de cubos que se pueden utilizar para hacer el arreglo, y tambien el número mínimo de cubos ...
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