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Non-Convex Hexagons

Non-Convex Hexagons
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2025-02-10 04:14
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This GeoGebra example demonstrates the construction and properties of non-convex hexagons. It involves core mathematical concepts in geometry and geometric shapes. The construction uses GeoGebra commands and objects such as Vector, Translate, Rotate, Circle, Mirror, and more. This example is suitable for middle school or high school students learning geometry and graphing concepts.

GeoGebra Commands & Parameters

  1. Vector(Rotate[B, (2 * pi / 3), A], Rotate[B, (2 * pi / 3), C]) → u
  2. Translate(lista1, t) → tras1
  3. Rotate(lista1, (2 * pi / 3), C) → lista2
  4. Translate(lista2, t) → tras2
  5. Circle((0, 0), 5) → c
  6. Mirror(tras1, c) → inv1
  7. Mirror(tras2, c) → inv2
  8. Corner(1, 1) → Export_1
  9. Corner(1, 3) → Export_2
  10. Rotate(lista2, (2 * pi / 3), C) → lista3
  11. Translate(lista3, t) → tras3
  12. Mirror(tras3, c) → inv3
  13. Translate(lista4, t) → tras4
  14. Mirror(tras4, c) → inv4
  15. Sequence({random(), random(), random()}, k, 1, númeroListas) → listaAzar
  16. Sequence(If[oscuro, {1, 1, 1}, {0, 0, 0}], k, 1, númeroListas) → listaBorde