棱柱体积计算 by Sugeng Suprayogi
几何画板及绘图内容加载中,请稍等……
该范例演示了如何通过几何作图计算棱柱的体积。核心数学概念包括立体几何中的体积计算。通过使用GeoGebra命令如Point, Line, Polygon等,用户可以直观地理解棱柱体积的计算方法。适合高中阶段的学生和教师使用。
GeoGebra 命令及参数
Point(xAxis) → APoint(yAxis) → BLine(B, A) → fIntersect(xAxis, yAxis) → CLine(D, C) → gLine(E, C) → hPoint(h) → FVector(C, F) → uPoint(yAxis) → NVector(C, N) → vPoint(g) → OVector(C, O) → wPolygon(J, I, L, M) → q1, l_2, k, n, mPolygon(J, G, H, I) → q2, l_1, i, j, k_1Polygon(H, K, L, I) → q3, j_1, o, n_1, k_2Sequence(Translate[Element[L_{1}, 1], Vector[(k * v)]], k, 1, t - 1) → l_{5}Sequence(Translate[Element[L_{2}, 1], Vector[(k * v)]], k, 1, t - 1) → L_{6}Sequence(Translate[Element[L_4, 1], Vector[(j_1 * u)]], j_1, 1, p - 1) → L_{9}Sequence(Translate[Element[L_{3}, 1], Vector[(i * w)]], i, 1, l - 1) → L_{10}Sequence(Translate[L_{3}, Vector[(v * k)]], k, 1, t - 1) → L_{11}Sequence(Translate[L_{10}, Vector[(v * k)]], k, 1, t - 1) → L_{12}Sequence(Translate[L_4, Vector[(v * k)]], k, 1, t - 1) → L_{13}