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任意方向平移的作图

任意方向平移的作图
几何画板及绘图内容加载中，请稍等……
2018-02-06 03:17
向量函数变换
本范例演示如何在任意方向上进行平移变换。核心数学概念包括平移变换和函数图像。通过使用Polygon, Join, Point, Textfield, Segment等GeoGebra命令，可以构造出平移后的图形。适合初中及以上学生学习平移变换和函数图像的相关知识。

GeoGebra 命令及参数

  1. Polygon((10.5, 9), (25, 9), (25, -10), (10.5, -10)) → RightBox, j, k, l, m
  2. Polygon((-12, 7.4), (25, 7.4), (25, 15), (-12, 15)) → TopBox, f, g, h, i
  3. Join({Sequence[Sequence[(i, j), i, -10, 10, 1], j, -10, 10, 1], {(15, 6.5), (17, 6.5), (19, 6.5)}}) → GridSpace
  4. Point(GridSpace) → A1
  5. Point(GridSpace) → B1
  6. Point(GridSpace) → C1
  7. Polygon((14, 7.2), (14, 5.8), (20, 5.8), (20, 7.2)) → PointsBox, n, p, q, r
  8. Polygon(A, B, C) → ABC, c, a, b
  9. Polygon(A1, B1, C1) → ABC1, c1, a1, b1
  10. Polygon(Acorr, Bcorr, Ccorr) → ABCcorr, ccorr, acorr, bcorr
  11. Textfield(usertext) → InputBox1
  12. Segment(Acorr, (x(Acorr), 0)) → Ahelper1
  13. Segment(Bcorr, (x(Bcorr), 0)) → Bhelper1
  14. Segment(Ccorr, (x(Ccorr), 0)) → Chelper1
  15. Segment(Acorr, (0, y(Acorr))) → Ahelper2
  16. Segment(Bcorr, (0, y(Bcorr))) → Bhelper2
  17. Segment(Ccorr, (0, y(Ccorr))) → Chelper2
  18. Segment((0, 7.3), (0, -8)) → yaxis