Moving Segment Line

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2016-01-18 21:44

This example demonstrates a dynamic geometry where the ends of a segment move along intersecting edges of a cube. It involves core concepts like solid geometry, vectors, and geometric transformations. Constructed using commands like RotateText, Mirror, Polygon, Prism, Point, Segment in GeoGebra. Suitable for high school and above to understand spatial geometry and dynamic transformations.

GeoGebra Commands & Parameters

RotateText("uStas\;\&\,Т.С.", 90°) → надпись01
Mirror(A, Q) → C
Mirror(A, y + (0 * z) = 0) → B
Mirror(B, Q) → D
Polygon(A, B, C, D) → s1, a, b, c, d
Prism(s1, (2 * m)) → f, A_1, ребро1, ребро2, CC_1, ребро4, ребро5, ребро6, ребро7, ребро8, B_1, C_1, D_1, грань1, грань2, грань3, грань4, грань5
Point(a, aa) → U
Point(CC_1, cc) → T
Segment(U, T) → e