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Two Variable Division Power Graphing

Two Variable Division Power Graphing
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2018-09-17 06:31
FunctionCoordinate GeometryGraphing
This example demonstrates the graph of two variable division power. Key mathematical concepts include power functions and the relationship between variables. Using GeoGebra commands such as Random and Simplify, the dynamic display of division power functions is shown. Suitable for high school mathematics education and learning.

GeoGebra Commands & Parameters

  1. Random(0, 1) → C1
  2. Random(0, 1) → C2
  3. Random(0, 1) → C3
  4. Random(0, 1) → C4
  5. Random(0, 1) → C5
  6. Random(0, 1) → C6
  7. Random(0, 1) → C7
  8. Random(0, 1) → C8
  9. Random(0, 1) → C9
  10. Random(0, 1) → C10
  11. Random(0, 1) → C11
  12. Random(0, 1) → C12
  13. Random(0, 1) → C13
  14. Random(0, 1) → C14
  15. Random(0, 1) → C15
  16. Random($E$1, $F$1) → A1
  17. Random($E$1, $F$1) → A2
  18. Random($E$1, $F$1) → A3
  19. Random($E$1, $F$1) → A4
  20. Random($E$1, $F$1) → A5
  21. Random($E$1, $F$1) → A6
  22. Random($E$1, $F$1) → A7
  23. Random($E$1, $F$1) → A8
  24. Random($E$1, $F$1) → A9
  25. Random($E$1, $F$1) → A10
  26. Random($E$1, $F$1) → A11
  27. Random($E$1, $F$1) → A12
  28. Random($E$1, $F$1) → A13
  29. Random($E$1, $F$1) → A14
  30. Random($E$1, $F$1) → A15
  31. Simplify(b) → a

AI Drawing Prompt Reference

Plot a graph consisting of 15 randomly generated power functions in the form y = C1 * x^C2 / (C3 * x^C4 + C5 * x^C6 + C7 * x^C8 + C9 * x^C10 + C11 * x^C12 + C13 * x^C14 + C15 * x^C15), where C1 to C15 are random numbers between 0 and 1.
The prompt above was compiled from the original drawing commands and is for reference only.