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Multiplication Demonstration by RV'SMath

Multiplication Demonstration by RV'SMath
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2016-04-14 02:10
PolygonVectorIntegralGeometric ConstructionGraphing
This example shows how to generate intersection points and geometric shapes using GeoGebra to illustrate multiplication principles. Core math concepts include vectors, polygons, integrals, and geometric constructions. Construction highlights: Point, Vector, Polygon, Segment, Line, Intersect, Integral, Textfield commands/objects are used. Suitable for high school mathematics teaching and geometric concept exploration.

GeoGebra Commands & Parameters

  1. Point(r) → C
  2. Vector((0, 0), (1.16, a^(0.5))) → d
  3. Point(d) → E
  4. Vector((1.16, 0), (1.16, a^(0.5))) → c
  5. Point(c) → F
  6. Polygon(D, E, F) → poly2, f_1, d_2, e_1
  7. Point(b) → A
  8. Point(w) → B
  9. Polygon(D, A, C, B) → poly1, d_1, a_1, c_1, b_1
  10. Segment(C, B) → g
  11. Point(u) → G
  12. Point(v) → H
  13. Polygon(D, H, G) → poly3, g_1, d_3, h
  14. Line(H, G) → l
  15. Intersect(p, l, (-0.7319959698095877, 0.4809480735941872)) → I
  16. Intersect(q_2, l, (0.48164500288537104, -0.730547944823769)) → J
  17. Segment(I, J) → i
  18. Vector(((t * a), 0)) → m
  19. Point(n) → L
  20. Vector((((3 * t) * a / 2), 0)) → s
  21. Point(s) → K
  22. Polygon(D, K, L) → poly4, l_1, d_4, k_1
  23. Integral(q_2, 1, (a * 3)) → m_1
  24. Intersect(q, f, (3.15653235852592, 27.000000000000007)) → M
  25. Integral(q, 1, 1.79) → r_1
  26. Textfield(a) → InputBox1
  27. Segment(N, O) → e