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Adobe Logo Geometric Construction

Adobe Logo Geometric Construction
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2019-05-17 04:11
PolygonVectorTrigonometryTransformationGeometric Construction
This example demonstrates how to construct the geometric shapes of the Adobe logo using GeoGebra. It involves core mathematical concepts such as vectors, polygons, angles, and geometric transformations (mirror, midpoint, angle bisector, etc.). Key construction steps include using commands like Vector, Polygon, LineBisector, Midpoint, Mirror, Intersect, and Line. Suitable for high school mathematics education to showcase geometric construction techniques and vector applications.

GeoGebra Commands & Parameters

  1. Vector(A, B) → u
  2. Polygon(A, B, 4) → polígono1, f, g, h, i, C, D
  3. LineBisector(A, B) → j
  4. Midpoint(D, C) → E
  5. Polygon(D, G, A) → t1, a, d, g_1
  6. Mirror(D, j) → D'
  7. Mirror(G, j) → G'
  8. Mirror(A, j) → A'
  9. Polygon(D', G', A') → t1', a', d', g'
  10. Midpoint(A, B) → H
  11. LineBisector(A, D) → k
  12. Intersect(j, k) → I
  13. Line(J, d') → l
  14. Line(F, l) → m
  15. Intersect(m, j) → K
  16. Line(K, k) → n
  17. Mirror(l, j) → l'
  18. Intersect(n, l') → L
  19. Intersect(l, j) → M
  20. Polygon(L, K, F, J, M) → polígono2, l_1, k_1, f_1, j_1, m_1