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Covid Trajectory 2

Covid Trajectory 2
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2020-10-19 13:21
FunctionProbability & StatisticsTransformation
This example demonstrates a mathematical model of the Covid trajectory. It involves logarithmic functions, exponential functions, and probability distributions. Using GeoGebra commands such as Ray, Point, Vector, it constructs a dynamic trajectory display. Suitable for high school students and researchers.

GeoGebra Commands & Parameters

  1. Ray(C, D) → f
  2. Point(f) → E
  3. Vector(C, E) → u
  4. Ray(E, F) → g
  5. Point(g) → G
  6. Vector(E, G) → v
  7. Line(C, G) → h
  8. Distance(H, I) → d
  9. Distance(E, G) → p

AI Drawing Prompt Reference

Draw a ray starting from a fixed point, place a point on it, and create a vector from the start to that point. From this new point, draw another ray, place another point on it, and create a vector between the two points. Then connect the original start point to the second point with a line. Finally, measure the distance between two fixed points and the distance between the two placed points, labeling both lengths. The overall figure shows a dynamic trajectory built from rays, vectors, and a line, reflecting transformations related to functions and probability.
The prompt above was compiled from the original drawing commands and is for reference only.