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Introduction to Limits by Regina Greiwe Jackson

Introduction to Limits by Regina Greiwe Jackson
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2018-11-05 22:30
FunctionLimitGraphing
This example demonstrates the concept of limits, showing how the function value changes as a point approaches a certain value. Core math concepts include limits, function graphs, and dynamic points. Construction highlights: Point and Intersect commands are used. Suitable for beginners in calculus or educational demonstrations.

GeoGebra Commands & Parameters

  1. Point(f) → A
  2. Point(g) → B
  3. Intersect(g, h, (1, 1)) → C
  4. Point(f) → F
  5. Point(f) → E
  6. Point(g) → G
  7. Point(g) → H
  8. Point(h) → I
  9. Point(h) → J

AI Drawing Prompt Reference

Draw a function graph to demonstrate how the function value changes as a point approaches a certain value. First, draw the graphs of functions f and g. Then, find the intersection point C of functions g and h at point (1, 1). Next, select points F and E on function f, and points G and H on function g. Finally, select points I and J on function h.
The prompt above was compiled from the original drawing commands and is for reference only.