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Mapping Diagrams and Graphs of Functions

Mapping Diagrams and Graphs of Functions
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2015-12-21 23:37
FunctionTrigonometryGraphing
This example demonstrates mapping diagrams and graphs of functions, involving concepts such as functions, intersections, and trigonometric functions. Using GeoGebra commands like Point, Derivative, and Textfield, it provides a clear understanding of function properties. Suitable for high school and above students to learn about function graphs and properties.

GeoGebra Commands & Parameters

  1. Point(yAxis) → A
  2. Derivative(f) → f'
  3. Textfield(tanL) → inputBox1
  4. Vector(x_1, y_1) → v
  5. Segment(f_x, F) → c
  6. Segment(E, F) → d
  7. Segment(A, x_1) → e
  8. Segment(B, y_1) → g
  9. Segment(B, y_1) → dy
  10. Line(x_1, y_1) → i
  11. Line(A, B) → k
  12. Intersect(i, k) → Focus
  13. Vector(A, B) → u
  14. Vector(x_1, C) → w
  15. Textfield(f) → inputBox2
  16. Vector(B, y_1) → b
  17. Vector(F, E) → h
  18. Sequence((0, x(Point[Element[CRITPT, k]])), k, 1, 5) → MDCP
  19. Sequence((0, x(Point[Element[CRITPT2, k]])), k, 1, 4) → MDCP2