梯形角度演示

GeoGebra 命令及参数

1. Polygon(A, C, D, B) → vierhoek1, a, c, d, b
2. Midpoint(B, D) → BD
3. Midpoint(A, C) → F
4. Midpoint(B, E) → G
5. CircleArc(B, DD, D) → e
6. Segment(B, E) → f
7. Polygon(B, A, C, E) → vierhoek2, b_1, a_1, c_1, e_1
8. Polygon(B, E, D) → driehoek1, d_1, b_2, e_2
9. Rotate(B, (((-(s - 1)) * 180))°, e_1) → B'
10. Rotate(E, (((-(s - 1)) * 180))°, e_1) → E'
11. Rotate(D, (((-(s - 1)) * 180))°, e_1) → D'
12. Polygon(B', E', D') → driehoek1', d', b', e'
13. Polygon(DD, E, B) → driehoek2, b_3, dd, e_3
14. Segment(G, F) → g
15. Polygon(G, F, C, E) → vierhoek3, g_1, f_1, c_2, e_4
16. Polygon(B, A, F, G) → vierhoek4, b_4, a_2, f_2, g_2
17. Rotate(G, (((-(s - 3)) * 180))°, f_2) → G'
18. Rotate(F, (((-(s - 3)) * 180))°, f_2) → F'
19. Rotate(C, (((-(s - 3)) * 180))°, f_2) → C'
20. Rotate(E, (((-(s - 3)) * 180))°, f_2) → E'_1
21. Polygon(G', F', C', E'_1) → vierhoek3', g', f', c', e'_1
22. Polygon(A, F, G, DD) → vierhoek5, a_3, f_3, g_3, dd_1
23. Polygon(FE, A, F) → driehoek3, f_4, fe, a_4
24. Segment(A, FA) → i
25. Rotate(FE, (((-(s - 5)) * 180))°, i) → FE'
26. Rotate(A, (((-(s - 5)) * 180))°, i) → A'
27. Rotate(F, (((-(s - 5)) * 180))°, i) → F'_1
28. Polygon(B, A, FA, G) → vierhoek6, r, t, i_1, j_1
29. Intersect(g_3, i) → H
30. OrthogonalLine(H, g', xOyPlane) → j
31. Line(BD, F) → n
32. Point(n) → K
33. CircleArc(K, C, A) → p
34. Polygon(G, H, F) → driehoek4, f_6, g_5, h_1
35. Intersect(f_6, Line[FE, GG]) → J
36. OrthogonalLine(H, b) → k
37. CircleArc(A, F, FB) → h
38. Polygon(A, F, FA) → driehoek5, fa, a_5, f_5
39. Rotate(A, (((-(s - 5)) * 180))°, t) → A'_1
40. Rotate(F, (((-(s - 5)) * 180))°, t) → F'_2
41. Rotate(FA, (((-(s - 5)) * 180))°, t) → FA'
42. Polygon(A'_1, F'_2, FA') → driehoek5', fa', a'_1, f'_2
43. Line(DD, GG) → l
44. Intersect(l, i) → I
45. Polygon(G, DD, I, FA) → vierhoek7, g_4, dd_2, i_2, fa_1
46. Line(FB, FA) → m
47. Intersect(m, g_4) → M
48. Segment(M, G) → q
49. Segment(DD, I) → k_1
50. Segment(DD, M) → l_1
51. Segment(B, D) → m_1
52. Segment(D, C) → n_1
53. Angle(A, B, E) → α
54. Angle(B, G, F) → β
55. Segment(C, F) → p_1
56. Angle(FA, A, B) → γ
57. Angle(G, FA, A) → δ
58. Segment(A, F) → q_1
59. Segment(F, BD) → r_1
60. Segment(FA, G) → s_1
61. Segment(A, B) → t_1
62. Segment(B, G) → h_2
63. Segment(A, FA) → j_2
64. Segment((-0.1, sqrt(2) / 2), (1.1, sqrt(2) / 2)) → k_2