Colin 2 几何作图
几何画板及绘图内容加载中,请稍等……
该范例演示了如何使用GeoGebra绘制多个函数图形,包括线性函数、幂函数和正态分布。通过构造多边形、中点、重心等对象,展示了函数之间的关系。使用了Polygon, Midpoint, Centroid, Distance等命令。适合高中数学教学和学习。
GeoGebra 命令及参数
Polygon(A, B, 5) → Vieleck1, f, g, h, i, j, C, D, EMidpoint(i) → FCentroid(Vieleck1) → GCentroid(Vieleck1) → HCentroid(Vieleck1) → ICentroid(Vieleck1) → JCentroid(Vieleck1) → KCentroid(Vieleck1) → LCentroid(Vieleck1) → MCentroid(Vieleck1) → NCentroid(Vieleck1) → OMidpoint(g) → PMidpoint(j) → QMidpoint(f) → RCentroid(Vieleck1) → SCentroid(Vieleck1) → TCentroid(Vieleck1) → UCentroid(Vieleck1) → VCentroid(Vieleck1) → WCentroid(Vieleck1) → ZCentroid(Vieleck1) → A_1Centroid(Vieleck1) → B_1Centroid(Vieleck1) → C_1Centroid(Vieleck1) → D_1Centroid(Vieleck1) → E_1Centroid(Vieleck1) → F_1Centroid(Vieleck1) → G_1Centroid(Vieleck1) → H_1Distance(C, D) → CDCentroid(Vieleck1) → I_1Centroid(Vieleck1) → J_1Centroid(Vieleck1) → K_1Centroid(Vieleck1) → L_1Centroid(Vieleck1) → M_1Centroid(Vieleck1) → N_1Centroid(Vieleck1) → O_1Centroid(Vieleck1) → P_1Centroid(Vieleck1) → Q_1Centroid(Vieleck1) → R_1Centroid(Vieleck1) → S_1Centroid(Vieleck1) → T_1Centroid(Vieleck1) → U_1Centroid(Vieleck1) → V_1Centroid(Vieleck1) → W_1Centroid(Vieleck1) → Z_1Centroid(Vieleck1) → A_2Centroid(Vieleck1) → B_2Centroid(Vieleck1) → C_2Centroid(Vieleck1) → D_2Centroid(Vieleck1) → E_2Centroid(Vieleck1) → F_2Centroid(Vieleck1) → G_2Centroid(Vieleck1) → H_2Centroid(Vieleck1) → I_2Centroid(Vieleck1) → J_2Centroid(Vieleck1) → K_2Midpoint(D, C) → L_2Polygon(E, B, L_2) → d1, l_2, e, bPolygon(Q, D, P, R) → v1, q, d, p, rPolygon(F, P, Q) → d2, q_1, f_1, p_1Polygon(A, L_2, R, C, E) → Vieleck2, a, k, r_1, c, e_1Polygon(F, B, D, A, C) → Vieleck3, f_2, b_1, d_1, a_1, c_1Polygon(D, R, E, P, A) → Vieleck4, d_2, r_2, e_2, p_2, a_2Polygon(A, F, L_2, P) → v2, a_3, f_3, l, p_3Polygon(R, F, E) → d3, e_3, r_3, f_4Polygon(L_2, Q, B) → d4, b_2, m, q_2Polygon(C, Q, E) → d5, e_4, c_2, q_3