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This document discusses osculating, rectifying and normal planes for space curves. It begins by defining these three planes in terms of the Serret-Frenet frame of a parametrized space curve. It then provides remarks about the relationships between these planes and the vectors in the Serret-Frenet frame. Specifically, it gives the equations that define each plane. Finally, it presents an example problem calculating the equations for these three planes for a given space curve.

Author

Abda Rabbi

Language

EN