网格乘法
几何画板及绘图内容加载中,请稍等……
①本范例通过动态演示网格乘法,直观展示乘法运算的几何意义;②涉及核心数学概念包括乘法、方程、频率分布、统计特征、割线;③作图要点运用了多边形、线段、点、垂线、交点、距离、中点等GeoGebra命令与对象;④适合初中及以上数学学习者,用于理解乘法与几何图形的关联,增强空间想象能力。
GeoGebra 命令及参数
Polygon(Ay, ABxy, Bx, A) → poly5, ay_1, abxy_1, bx_1, a_2Segment(Ay, ABxy) → cSegment(ABxy, Bx) → dSegment(Bx, A) → eSegment(Ay, A) → fPointIn(poly5) → BOrthogonalLine(B, xAxis) → gOrthogonalLine(B, yAxis) → hIntersect(g, c) → CIntersect(h, d) → FIntersect(h, f) → DIntersect(g, e) → ESegment(D, B) → iSegment(B, F) → jSegment(C, B) → kSegment(B, E) → lPolygon(Ay, C, B, D) → poly1, ay, c_1, b_1, d_1Polygon(C, ABxy, F, B) → poly2, c_2, abxy, f_1, b_2Polygon(B, F, Bx, E) → poly3, b_3, f_2, bx, e_1Polygon(D, B, E, A) → poly4, d_2, b_4, e_2, a_1Intersect(i, k) → GDistance(C, Ay) → dAyCMidpoint(Ay, C) → HMidpoint(C, B) → IMidpoint(C, ABxy) → JMidpoint(B, E) → KMidpoint(B, F) → LMidpoint(B, D) → MMidpoint(A, E) → NMidpoint(E, Bx) → OMidpoint(Bx, F) → PMidpoint(D, A) → QMidpoint(Ay, D) → RMidpoint(R, I) → SMidpoint(ABxy, F) → TMidpoint(I, T) → UMidpoint(K, P) → VMidpoint(Q, K) → WMidpoint(ABxy, Bx) → ZMidpoint(Ay, ABxy) → A_1Distance(ABxy, C) → dCABxyDistance(ABxy, Ay) → dABxyAyDistance(ABxy, F) → dABxyFDistance(F, Bx) → dFBxDistance(ABxy, Bx) → dABxyBxDistance(C, B) → dCBDistance(B, E) → dBEDistance(F, B) → dFBDistance(B, D) → dBD