Rekenrek四行屏幕演示
几何画板及绘图内容加载中,请稍等……
①本范例演示使用Rekenrek工具进行四行数字的视觉化计算与演示;②涉及核心数学概念包括数感、加法、减法、视觉化数学思维;③构造过程中使用了GeoGebra的Segment、Point、Sum、Polygon、Line等命令和对象,用于创建和操作数字条与屏幕布局;④适合小学阶段数学教学,用于帮助学生理解数字运算和数感培养。
GeoGebra 命令及参数
Segment((0, 11), (23, 11)) → fPoint(f) → APoint(f) → BPoint(f) → CPoint(f) → DPoint(f) → EPoint(f) → FPoint(f) → IPoint(f) → JPoint(f) → GPoint(f) → HPoint(f) → KPoint(f) → LPoint(f) → MPoint(f) → NPoint(f) → OPoint(f) → PPoint(f) → QPoint(f) → RPoint(f) → SPoint(f) → TSum(row1list) → row1valueSegment((0, 8), (23, 8)) → gPoint(g) → UPoint(g) → VPoint(g) → WPoint(g) → ZPoint(g) → A_1Point(g) → B_1Point(g) → C_1Point(g) → D_1Point(g) → E_1Point(g) → F_1Point(g) → G_1Point(g) → H_1Point(g) → I_1Point(g) → J_1Point(g) → K_1Point(g) → L_1Point(g) → M_1Point(g) → N_1Point(g) → O_1Point(g) → P_1Sum(row2list) → row2valuePolygon(Q_1, R_1, S_1, T_1) → poly1, q_1, r_1, s_1, t_1Segment((0, 5), (23, 5)) → hPoint(h) → U_1Point(h) → V_1Point(h) → W_1Point(h) → Z_1Point(h) → B_2Point(h) → A_2Point(h) → C_2Point(h) → D_2Point(h) → E_2Point(h) → F_2Point(h) → G_2Point(h) → H_2Point(h) → I_2Point(h) → J_2Point(h) → K_2Point(h) → L_2Point(h) → M_2Point(h) → N_2Point(h) → O_2Point(h) → P_2Segment((0, 2), (23, 2)) → iPoint(i) → Q_2Point(i) → R_2Point(i) → S_2Point(i) → T_2Point(i) → U_2Point(i) → V_2Point(i) → W_2Point(i) → Z_2Point(i) → A_3Point(i) → B_3Point(i) → C_3Point(i) → D_3Point(i) → E_3Point(i) → F_3Point(i) → G_3Point(i) → H_3Point(i) → I_3Point(i) → J_3Point(i) → K_3Point(i) → L_3Sum(row3list) → row3valueSum(row4list) → row4valueLine(M_3, y = 0) → jPoint(j) → N_3Line(M_3, x = 0) → kPoint(k) → O_3Polygon(M_3, O_3, P_3, N_3) → poly2, m_3, o_3, p_3, n_3
AI 绘图提示语参考
画一个包含四行数字的算术可视化工具,顶部一行有24个点,下方依次是23个点、22个点,每行点之间用水平线连接,点用小圆圈表示,整体呈现为算术计算器的屏幕布局,用于展示数字和计算过程。
以上提示语为根据原始绘图命令整理而来,仅供参考。