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Rotating Cube by Malin Christersson

Rotating Cube by Malin Christersson
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2014-02-18 00:50
Solid GeometryTransformationSlider Animation
This example demonstrates a cube's displacement in a blue coordinate system. By adjusting the sliders, you can observe the cube's rotation. Key mathematical concepts include solid geometry and transformation. It uses commands like Polygon and Vector in GeoGebra. Suitable for high school and above students learning solid geometry and transformation.

GeoGebra Commands & Parameters

  1. Polygon(B24, G24, D24, A24) → poly1, b24, g24, d24, a24
  2. Polygon(B24, A24, C24, E24) → poly2, b24_1, a24_1, c24, e24
  3. Polygon(E24, H24, G24, B24) → poly3, e24_1, h24, g24_1, b24_2
  4. Polygon(A24, D24, F24, C24) → poly4, a24_2, d24_1, f24, c24_1
  5. Polygon(G24, H24, F24, D24) → poly5, g24_2, h24_1, f24_1, d24_2
  6. Polygon(F24, H24, E24, C24) → poly6, f24_2, h24_2, e24_2, c24_2
  7. Vector(I23, J23) → w
  8. Vector(K23, L23) → z
  9. Vector(M23, N23) → a
  10. Vector(A24) → position

AI Drawing Prompt Reference

Draw a cube and observe its rotation by adjusting the slider. First, draw six squares to represent the six faces of the cube, then use vectors to indicate the rotation axis.
The prompt above was compiled from the original drawing commands and is for reference only.