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3-3 Walking Instructions

3-3 Walking Instructions
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2015-11-23 10:55
TriangleFunctionCalculusGeometric ConstructionGraphing
In collections Algebra 1|3: Linear Equations
This example demonstrates the construction and manipulation of mathematical elements like triangles, definite integrals, tangent functions, and pie charts using GeoGebra. Core concepts include scalene triangles, definite integrals, tangent functions, circles, and calculus. Key GeoGebra commands and objects used are Random, Slope, Segment, Textfield, Line, Point, LineBisector, Circle, and Mirror. Suitable for high school mathematics students and educators for teaching demonstrations and explorations.

GeoGebra Commands & Parameters

  1. Random(0, 4) → y4
  2. Random(0, 4) → y3
  3. Slope(Line[C, D]) → c
  4. Random(0, 4) → y2
  5. Slope(Line[B, C]) → b
  6. Random(0, 4) → y1
  7. Slope(Line[A, B]) → a
  8. Segment(A, B) → d
  9. Segment(B, C) → e
  10. Segment(C, D) → f
  11. Textfield(Rate_1) → InputBox3
  12. Textfield(Rate_2) → InputBox6
  13. Textfield(Rate_3) → InputBox9
  14. Line(A, B) → l
  15. Line(B, C) → n
  16. Line(C, D) → q
  17. Textfield(meter1') → InputBox1
  18. Textfield(meter2') → InputBox2
  19. Textfield(meter3') → InputBox4
  20. Textfield(seconds1') → InputBox5
  21. Textfield(seconds2') → InputBox7
  22. Textfield(meter3') → InputBox8
  23. Point(Circle[L, 0.4]) → E
  24. Segment(L, E) → g
  25. LineBisector(g) → h
  26. Point(h) → F
  27. Point(h) → G
  28. Point(h) → H
  29. Circle(H, G) → k
  30. Segment(G, F) → m
  31. Segment(L, F) → p
  32. Segment(E, F) → s
  33. Point(Circle[G, 0.3]) → I
  34. Segment(G, I) → i
  35. Mirror(I, h) → I'
  36. Segment(G, I') → j
  37. Textfield(seconds3') → InputBox10
  38. Textfield(StartValue) → InputBox11
  39. Textfield(StopValue) → InputBox12