Generation and Parametric Equations of an Epicycloid

2018-06-13 06:48
This applet demonstrates the geometric generation of an epicycloid. A small circle of radius r rolls without slipping outside a larger circle of radius R, tracing a fixed point's path. It uses parametric equations and trigonometric functions to describe the locus, helping learners understand its geometric properties and connections to circles and vectors.
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Generation and Parametric Equations of an Epicycloid
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