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Radians Game

Radians Game
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2016-05-22 05:51
CircleAngleTrigonometryGeometric Construction
This example demonstrates how to label points on a circle by dragging numbers to their correct positions, illustrating the concept of radians. Core math concepts include radian measure, circular angles, and geometric construction. It uses GeoGebra commands like Intersect, Point, Circle, Segment, Length, and Midpoint. Suitable for middle school and above students learning about radians or geometric constructions.

GeoGebra Commands & Parameters

  1. Intersect(xAxis, yAxis) → A
  2. Point(h) → B
  3. Circle(A, B) → circ
  4. Segment(A, B) → arm0
  5. Length(arm0) → r
  6. Midpoint(arm0) → E
  7. Segment(A, C) → f
  8. Segment(A, D) → g
  9. Segment(A, F) → i
  10. Segment(A, G) → j
  11. Segment(A, H) → k
  12. Segment(A, I) → l
  13. Segment(A, J) → m
  14. Segment(A, K) → n
  15. Segment(A, L) → p
  16. Segment(A, M) → q
  17. Segment(A, N) → s
  18. Segment(A, O) → t
  19. Segment(A, P) → a
  20. Segment(A, Q) → b
  21. Segment(A, R) → c
  22. Segment(B, S) → d
  23. Segment(C, T) → e
  24. Segment(D, U) → f_1
  25. Segment(F, V) → g_1
  26. Segment(G, W) → h_1
  27. Segment(H, Z) → i_1
  28. Segment(I, A_1) → j_1
  29. Segment(J, B_1) → k_1
  30. Segment(K, C_1) → l_1
  31. Segment(L, D_1) → m_1
  32. Segment(M, E_1) → n_1
  33. Segment(N, F_1) → p_1
  34. Segment(O, G_1) → q_1
  35. Segment(P, H_1) → r_1
  36. Segment(Q, I_1) → s_1
  37. Segment(R, J_1) → t_1