H Derivatives Demo by Amber Nicholson
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This example demonstrates the derivative of function H and its geometric significance, dynamically showing the relationship between the slope of the tangent and the function's rate of change. Core math concepts include derivatives, vectors, boxplots, cylinders, kites, and special points. Construction highlights the use of GeoGebra commands/objects like Point, Tangent, Slope, Segment, and objects f, A, g, m, S, h. Suitable for high school and above learning calculus, vectors, and dynamic function graphing for classroom or self-study.
GeoGebra Commands & Parameters
Point(f) → ATangent(A, f) → gSlope(g) → mSegment(A, S) → h