Construction and Transformation of Irregular Convex Hexagons
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This example demonstrates how to construct irregular convex hexagons in GeoGebra and explore their properties through geometric transformations including vectors, translation, rotation, and mirroring. Core mathematical concepts involve convex polygons, similarity transformations, rotation, and translation. Construction points: Use Circle command to draw reference circles, generate hexagon vertex s
GeoGebra Commands & Parameters
Vector(Rotate[B, (2 * pi / 3), A], Rotate[B, (2 * pi / 3), C]) → uTranslate(lista1, t) → tras1Rotate(lista1, (2 * pi / 3), C) → lista2Translate(lista2, t) → tras2Circle((0, 0), 5) → cMirror(tras1, c) → inv1Mirror(tras2, c) → inv2Corner(1, 1) → Export_1Corner(1, 3) → Export_2Rotate(lista2, (2 * pi / 3), C) → lista3Translate(lista3, t) → tras3Mirror(tras3, c) → inv3Translate(lista4, t) → tras4Mirror(tras4, c) → inv4Sequence({random(), random(), random()}, k, 1, númeroListas) → listaAzarSequence(If[oscuro, {1, 1, 1}, {0, 0, 0}], k, 1, númeroListas) → listaBorde