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Balanced Moves Example

Balanced Moves Example
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2020-07-26 18:21
VectorCoordinate GeometryGeometric ConstructionLocus
This example demonstrates the use of GeoGebra to balance moves in geometric elements, visually illustrating vectors and geometric transformations. It involves core mathematical concepts such as derivatives, rectangles, exponents, 2D vectors, and conditional probability. The construction highlights GeoGebra commands and objects like A, B, pic1, C, D, pic2, E, F, pic3, G, H, pic4, I, J, pic5, K, L, pic6, M, N, pic7, O, P, pic8, Q, R, pic9, S, T, pic10, U, V, pic11. Suitable for middle school and above mathematics education, focusing on vector and geometric transformation visualization.

GeoGebra Commands & Parameters

  1. Point A(-11.969305841538178, 6.564384980786677)
  2. Point B(-5.350617554953759, 6.564384980786677)
  3. Point C(-11.831893627975873, 2.2129982179803287)
  4. Point D(-5.442225697328633, 2.2129982179803287)
  5. Point E(-11.763187521194716, -2.8025475770438293)
  6. Point F(-5.281911448172607, -2.8025475770438293)
  7. Point G(0.7871279841625878, 6.610189051974113)
  8. Point H(7.337110163965853, 6.610189051974113)
  9. Point I(0.9932463045060465, 2.4420185739175055)
  10. Point J(7.222599985997264, 2.4420185739175055)
  11. Point K(0.8787361265374583, -2.3674089007631967)
  12. Point L(7.3829142351532875, -2.3674089007631967)
  13. Point M(-12.143120917367058, -5.738348145475047)
  14. Point N(-6.2114936985941664, -5.738348145475047)
  15. Point O(-4.948400913730895, -5.680718336982238)
  16. Point P(1.051932411823148, -5.680718336982238)
  17. Point Q(3.037771280047399, -5.475335328172359)
  18. Point R(9.152614783570028, -5.475335328172359)
  19. Point S(-10.146557111096225, -7.962243090832117)
  20. Point T(-4.37524414147936, -7.962243090832117)
  21. Point U(-0.2630065816484599, -7.962483485515495)
  22. Point V(5.828934886280454, -7.962483485515495)

AI Drawing Prompt Reference

Draw a balanced moves example with 12 points A to L at different coordinates, forming various geometric elements. Points A and B are on one horizontal line, C and D on another, E and F on a third, G and H on one vertical line, I and J on another, K and L on a third. Points M, N, O, P, Q, R, S, T, U, V are at different positions, forming a complex geometric shape to illustrate vectors and geometric transformations.
The prompt above was compiled from the original drawing commands and is for reference only.