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Modeling a Light Fixture within GeoGebra AR

Autor:Tim Brzezinski
In this demo, the surfaces used to model these 2 light fixtures are called paraboloids of revolution. A paraboloid is the 3D analogue of a parabola. A paraboloid can be formed by rotating a parabola about its axis of symmetry. Note how the domain restrictions help create this 2-piece model.

Quick Demo

Nuevos recursos

  • Angle Addition: Warm Up Exercises
  • Building Triangles with Set Areas
  • Fourier Lissajous (Mechanical)
  • Rolling Circles and Polygons
  • Building Trapezoids with Set Areas

Descubrir recursos

  • cycloid2
  • Geometric Transformations by Joey 71
  • introduction to the chain rule
  • Bug matrici
  • Hypothesis Test of Proportion Problems
  • Percobaan Translasi Titik
  • Heinss Side Splitter Activity

Descubre temas

  • Intersección
  • Curvas paramétricas
  • Medias
  • Probabilidad Condicional
  • Triángulos Isósceles
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