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Derive Cycloid Curve Parametric Equations

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Jul 2, 2023
10:07

Develop a set of parametric equations to describe the Cycloid generated by tracing a point on the circumference of a circle as it rotates and translates forward. The 'theta' variable will be the parameter. Relevant video (Involute of a circle): https://youtu.be/fEuQgPKloWA The purpose of the channel is to learn, familiarize, and review the necessary precalculus and trigonometry/geometry topics that form a basis for calculus (with a focus on functions). Calculus topics include limits, derivatives, integrals, formula derivations, derivations/proofs, area/volumes of curves and calculus applications. Utilize simple and easy techniques to get the material across to you. Disclaimer: I am not a professor by profession. Thank you! #cycloid #circle #tracingacurve #parametricequation #parameter #trigonometricidentities #trigonometry #precalculus #professorcalculish #arclength #radius #sine #cosine #righttriangle #theta #segment #derivations #parametricequations #differentialcalculus

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