Dilate a Cone about its Central Axis
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Evaluating Statements about Dilations
This example demonstrates how to dilate a cone about its central axis. Key mathematical concepts include the geometry of a cone and scaling transformations. Using GeoGebra commands such as Cone, Volume, and PointIn, a dynamic cone model is constructed to observe its changes at different scaling ratios. Suitable for high school geometry and calculus courses.
GeoGebra Commands & Parameters
Cone(C, B, f) → a, c, bVolume(a) → volumeaPointIn(b) → Pointb