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Cube Construction by Lee W Fisher

Cube Construction by Lee W Fisher
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2017-10-31 05:54
Coordinate GeometrySolid GeometryGeometric Construction
This example demonstrates how to construct a cube using GeoGebra. It involves basic concepts of solid geometry, such as the construction of points, lines, and planes. By using points A, B, C, D, E, F, G, H, I, J, K, L, M, N, O, P, Q, R, S, T, U, V, W, Z, A_1, you can understand the principles of cube construction. Suitable for students in middle school and above to learn solid geometry.

GeoGebra Commands & Parameters

  1. Point3d A(2, -5, 0)
  2. Point3d B(1, -5, 0)
  3. Point3d C(2, -4, 0)
  4. Point3d D(1, -4, 0)
  5. Point3d E(2, -3, 0)
  6. Point3d F(1, -3, 0)
  7. Point3d G(2, -2, 0)
  8. Point3d H(1, -2, 0)
  9. Point3d I(3, -3, 0)
  10. Point3d J(3, -2, 0)
  11. Point3d K(3, -4, 0)
  12. Point3d L(3, -5, 0)
  13. Point3d M(4, -5, 0)
  14. Point3d N(4, -4, 0)
  15. Point3d O(4, -3, 0)
  16. Point3d P(4, -2, 0)
  17. Point3d Q(5, -5, 0)
  18. Point3d R(5, -4, 0)
  19. Point3d S(5, -3, 0)
  20. Point3d T(5, -2, 0)
  21. Point3d U(5, -1, 0)
  22. Point3d V(4, -1, 0)
  23. Point3d W(3, -1, 0)
  24. Point3d Z(2, -1, 0)
  25. Point3d A_1(1, -1, 0)