MathPlotAI Logo MathPlotAI

Locus Type 2

Locus Type 2
Loading the math board and drawing, please wait…
2017-07-09 00:23
VectorGeometric ConstructionLocus
In collections animation Constructions
This example demonstrates Locus Type 2, showing how to explore the trajectory of points through geometric construction. Key mathematical concepts include geometric construction and locus. It uses GeoGebra commands such as Segment, Semicircle, Point, Intersect, and Vector. Suitable for high school mathematics education and learning, particularly in coordinate geometry and locus.

GeoGebra Commands & Parameters

  1. Segment(A, B) → f
  2. Semicircle(C, D) → c
  3. Semicircle(E, F) → d
  4. Segment(D, E) → g
  5. Segment(C, F) → h
  6. Point(f) → G
  7. Point(c) → H
  8. Segment(G, H) → i
  9. Point(c) → I
  10. Segment(G, I) → j
  11. Point(c) → J
  12. Segment(G, J) → k
  13. Intersect(c, g, 1) → K
  14. Segment(G, K) → l
  15. Intersect(c, h, 1) → L
  16. Segment(G, L) → m
  17. Point(f) → M
  18. Point(g) → N
  19. Point(f) → O
  20. Point(g) → P
  21. Point(h) → Q
  22. Segment(M, Q) → q
  23. Point(h) → R
  24. Segment(O, R) → r
  25. Point(f) → S
  26. Intersect(d, g, 1) → T
  27. Segment(S, T) → s
  28. Intersect(d, h, 1) → U
  29. Segment(S, U) → t
  30. Point(d) → V
  31. Segment(S, V) → a
  32. Point(d) → W
  33. Segment(S, W) → b
  34. Point(d) → Z
  35. Segment(S, Z) → e
  36. Vector(G_1, H_1) → u
  37. Vector(G_1, I_1) → v