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Rainbow Snake with Attractor

Rainbow Snake with Attractor
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2019-11-13 10:57
VectorTrigonometryCoordinate GeometryGeometric Construction
This example demonstrates the dynamic movement of a rainbow snake under the influence of an attractor. It involves core mathematical concepts such as vectors, coordinate geometry, roots, trapezoids, continuity, and numbers. The construction utilizes GeoGebra commands like Polygon, Segment, and Circle, as outlined in the summary. Suitable for high school and above, it helps in understanding dynamic geometry and attractor principles.

GeoGebra Commands & Parameters

  1. Polygon(((-r1), (-r2)), (r1, (-r2)), (r1, r2), ((-r1), r2)) → Box, f, g, h, i
  2. Segment(O, T1) → s0
  3. Segment(T1, T2) → s1
  4. Segment(T2, T3) → s2
  5. Segment(T3, T4) → s3
  6. Segment(T4, T5) → s4
  7. Segment(T5, T6) → s5
  8. Circle(B, 3) → region
  9. Circle(T6, 0.2) → c6
  10. Circle(T5, 0.3) → c5
  11. Circle(T4, 0.4) → c4
  12. Circle(T2, 0.6) → c2
  13. Circle(T1, 0.7) → c1
  14. Circle(O, 0.8) → c
  15. Circle(T3, 0.5) → c3