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Small Network Adjacency Matrices by amanda_li566

Small Network Adjacency Matrices by amanda_li566
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2015-12-07 11:55
MatrixGeometric ConstructionGraphing
This example demonstrates how to visualize small network adjacency matrices using GeoGebra, covering core concepts like matrices, adjacency matrices, and network graphs. It utilizes GeoGebra commands and objects such as a, A, B, C, D, pic1, text1, etc., for construction. Suitable for high school or introductory university students learning graph theory, matrix applications, and data visualization.

GeoGebra Commands & Parameters

  1. Numeric a(NaN)
  2. Point A(0.0, 2.6799999999999993)
  3. Point B(4.000000000000001, 2.6799999999999993)
  4. Point C(-2.64, 1.62)
  5. Point D(1.46, 1.68)
  6. Point E(2.94, -4.18)
  7. Point F(9.62, -4.18)
  8. Numeric A1_1(NaN)
  9. Numeric A1(0.0)
  10. Numeric B1(1.0)
  11. Numeric C1(0.0)
  12. Numeric D1(0.0)
  13. Numeric E1(1.0)
  14. Numeric F1(0.0)
  15. Numeric A2(1.0)
  16. Numeric B2(0.0)
  17. Numeric C2(1.0)
  18. Numeric D2(0.0)
  19. Numeric E2(0.0)
  20. Numeric F2(0.0)
  21. Numeric A3(0.0)
  22. Numeric B3(1.0)
  23. Numeric C3(0.0)
  24. Numeric D3(0.0)
  25. Numeric E3(1.0)
  26. Numeric F3(0.0)
  27. Numeric A4(0.0)
  28. Numeric B4(0.0)
  29. Numeric C4(0.0)
  30. Numeric D4(0.0)
  31. Numeric E4(1.0)
  32. Numeric F4(0.0)
  33. Numeric A5(0.0)
  34. Numeric B5(0.0)
  35. Numeric C5(0.0)
  36. Numeric D5(1.0)
  37. Numeric E5(0.0)
  38. Numeric F5(1.0)
  39. Numeric A6(0.0)
  40. Numeric B6(0.0)
  41. Numeric C6(0.0)
  42. Numeric D6(0.0)
  43. Numeric E6(1.0)
  44. Numeric F6(0.0)
  45. {{A1, B1, C1, D1, E1, F1}, {A2, B2, C2, D2, E2, F2}, {A3, B3, C3, D3, E3, F3}, {A4, B4, C4, D4, E4, F4}, {A5, B5, C5, D5, E5, F5}, {A6, B6, C6, D6, E6, F6}}
  46. Numeric A8(0.0)
  47. Numeric B8(1.0)
  48. Numeric C8(0.0)
  49. Numeric D8(0.0)
  50. Numeric E8(0.0)
  51. Numeric F8(1.0)
  52. Numeric G8(0.0)
  53. Numeric A9(1.0)
  54. Numeric B9(0.0)
  55. Numeric C9(1.0)
  56. Numeric D9(1.0)
  57. Numeric E9(0.0)
  58. Numeric F9(1.0)
  59. Numeric G9(1.0)
  60. Numeric A10(0.0)

AI Drawing Prompt Reference

Draw a network graph with six points: A at (0, 2.68), B at (4, 2.68), C at (-2.64, 1.62), D at (1.46, 1.68), E at (2.94, -4.18), and F at (9.62, -4.18). Use a 6x6 adjacency matrix with 0s and 1s to represent connections between points: A connects to B, C, and E; B connects to A and C; C connects to A, B, and E; D connects to E; E connects to A, C, D, and F; F connects to E.
The prompt above was compiled from the original drawing commands and is for reference only.