多边形面积测量 by Shum Kwok Ching
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本范例演示如何测量多边形的面积。核心数学概念包括多边形的面积计算。通过使用GeoGebra命令如Segment, Vector, Point等进行几何作图。适合初中及以上学生或教师教学使用。
GeoGebra 命令及参数
Segment(X0, X0 + (0, 0.25)) → gSegment(X0, X0 + (0, mark)) → hSegment(X0 + (1, 0), X0 + (1, mark)) → iVector(X0 + (0, mark / 2), X0 + (1, mark / 2)) → uVector(X0 + (1, mark / 2), X0 + (0, mark / 2)) → vSegment(Y0 - (mark, 0), Y0) → jSegment(Y0 - (mark, 1), Y0 - (0, 1)) → kVector(Y0 - (mark / 2, 1), Y0 - (mark / 2, 0)) → wVector(Y0 - (mark / 2, 0), Y0 - (mark / 2, 1)) → zSegment((3, -1), (3, 3)) → lPoint(yAxis) → AIntersect(xAxis, yAxis) → BPoint(xAxis) → CPoint(xAxis) → EPoint(yAxis) → FRotate(A, (-180° * t1), D) → A'Rotate(F, (-180° * t1), D) → F'Rotate(D, (-180° * t1), D) → D'Polygon(A', F', D') → poly1, d', a', f'Rotate(C, (180° * t2), D) → C'Rotate(D, (180° * t2), D) → D'_1Rotate(E, (180° * t2), D) → E'Polygon(C', D'_1, E') → poly2, e', c', d'_1Polygon(A', F', D') → poly1', d'_2, a'_1, f'_1Polygon(C', D'_1, E') → poly2', e'_1, c'_1, d'_3Polygon(B, E, D, F) → poly3, b, e, d, fPolygon(A, B, C) → poly4, c, a, b_1Polygon(A, F, D, E, C) → poly5, a_1, f_1, d_1, e_1, c_1