七巧板拼接矩形
几何画板及绘图内容加载中,请稍等……
通过拖动彩色三角形覆盖灰色形状来拼接矩形。本例涉及三角形和矩形的几何作图。使用GeoGebra命令包括Point, Distance, Circle, Segment, OrthogonalLine, Intersect, Polygon, LineBisector, Line等。适合小学高年级或初中学生学习几何拼图和三角形性质。
GeoGebra 命令及参数
Point(Circle[L, 3.54]) → ODistance(L, O) → oPoint(Circle[C_2, o]) → D_2Point(Circle[D_2, o]) → G_2Point(Circle[G_2, o]) → K_2Circle(K_2, o) → p_3Segment(G_2, K_2) → m_3OrthogonalLine(K_2, m_3) → n_3Intersect(p_3, n_3, 1) → L_2Point(Circle[S, 5]) → TPolygon(C_2, D_2, 4) → poly12, g_3, h_3, i_3, j_3, E_2, F_2Point(Circle[F_2, o]) → H_2Point(Circle[H, 5]) → L_1Polygon(H, L_1, 4) → poly8, k_2, l_2, m_2, n_2, M_1, N_1Point(Circle[D, 10]) → BSegment(D, B) → jLineBisector(j) → j_2Intersect(j_2, j) → RPoint(Circle[K, 5]) → G_1Segment(K, G_1) → g_2LineBisector(g_2) → kIntersect(j, k) → CCircle(R, 5) → e_2Intersect(e_2, j_2) → J, A_1Point(Circle[A, 10]) → H_1Segment(A, H_1) → h_2LineBisector(h_2) → i_2Intersect(i_2, h_2) → I_1Circle(I_1, 5) → d_2Intersect(d_2, i_2) → J_1, K_1Polygon(A, H_1, K_1) → poly1, a, b, cPolygon(B, D, J) → poly2, f, d, ePolygon(H, L_1, M_1) → poly3, g, h, iLine(D, E) → mCircle(K, 3.54) → qIntersect(q, k, 2) → NPolygon(N, K, G_1) → poly4, j_1, k_1, n_1Segment(L, O) → lPolygon(L, O, 4) → poly5, p, r, s, t, P, QSegment(S, T) → g_1LineBisector(g_1) → h_1Circle(S, 3.54) → c_1Intersect(c_1, h_1) → U, VPolygon(S, T, V) → poly6, v, s_1, t_1Point(Circle[W, 5]) → ZSegment(W, Z) → i_1Line(F, H) → p_1OrthogonalLine(Z, i_1) → r_1Circle(Z, 2.5) → d_1Intersect(d_1, r_1) → D_1, E_1Line(E_1, i_1) → a_1Circle(Z, 3.54) → e_1Intersect(e_1, a_1, 2) → C_1Line(Z, C_1) → b_1Line(W, b_1) → f_2Intersect(f_2, a_1) → F_1Polygon(W, Z, C_1, F_1) → poly7, w_1, z_1, c_2, f_3Polygon(B_2, Z_1, B_1, A_2) → poly9, m_1, s_2, t_2, a_2Segment(H, L_1) → q_1Polygon(M, O_1, W_1) → poly10, n, f_1, l_1Polygon(O_1, M, P_1) → poly11, p_2, q_2, r_2Segment(C_2, D_2) → b_2Segment(D_2, G_2) → k_3Polygon(K_2, G_2, L_2) → poly13, q_3, r_3, s_3Segment(F_2, H_2) → l_3Polygon(H_2, C_2, F_2) → poly14, f_4, h_4, c_3