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Borromean Rings

Borromean Rings
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2019-10-15 05:00
VectorSolid GeometryParametric EquationGeometric Construction
This example demonstrates the Borromean Rings, a geometric figure consisting of three interlinked rings. Core math concepts include solid geometry, vector operations, and parametric equations. The construction uses GeoGebra's CurveCartesian command with parameters t, a, b, c, d. Suitable for high school and above students studying spatial geometry and parametric equations, as well as for mathematical demonstrations and explorations.

GeoGebra Commands & Parameters

  1. CurveCartesian((2 * cos(u)) + 2, (2 * sin(u)) + 1, cos((3 * u)), u, 0, t) → a
  2. CurveCartesian((2 * cos(u)), sin(u), 0, u, 0, t) → b
  3. CurveCartesian(0, (2 * cos(u)), sin(u), u, 0, t) → c
  4. CurveCartesian(sin(u), 0, (2 * cos(u)), u, 0, t) → d