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Traffic: Acceleration 8

Traffic: Acceleration 8
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2016-03-08 04:09
FunctionCoordinate GeometryDerivative
In collections Traffic
This example demonstrates the changes in acceleration in traffic. Core mathematical concepts include functions, derivatives, and coordinate geometry. Using GeoGebra commands such as Sequence and Segment, a dynamic traffic scenario is constructed. Suitable for high school and above students to learn about acceleration concepts and their application in real-world scenarios.

GeoGebra Commands & Parameters

  1. Sequence((n, f(n)), n, 0, t_1) → list1
  2. Sequence((n, g(n)), n, 0, t_1) → list2
  3. Segment((-1.9, 200), (-1.1, 200)) → g_3
  4. Segment((-1.9, 0), (-1.1, 0)) → e
  5. Sequence(i - 0.4 < x < i + 0.4, i, 0, t_1) → photo_{road}
  6. Sequence(x = i - 0.4, i, 0, t_1) → left_{road}
  7. Sequence(x = i + 0.4, i, 0, t_1) → right_{road}
  8. Sequence(x = i, i, 0, t_1) → mid_{road}
  9. Sequence(Translate[bike_p, Vector[(0, g(0)), (i - g_y(i), g(i))]], i, 0, t_1) → photo_r
  10. Sequence(Translate[car_p, Vector[(0, f(0)), (i, f(i))]], i, 0, t_1) → photo_b