équation cartésienne de plan et représentation paramétrique - piège à év...

objectif de cette vidéo: - savoir passer d'une équation cartésienne de plan à une représentation paramétrique - savoir éviter les pièges dans l'espace y=ax+b...

Parametric equation: the parametric equation of a curve is its representation through equations which express the coordinates of the points of the curve as functions of a variable, called a parameter; ex: y = cost or y = sint

Parametric equation: the parametric equation of a curve is its representation through equations which express the coordinates of the points of the curve as functions of a variable, called a parameter; ex: y = cost or y = sint

Parametric equation - Wikiwand

Parametric equation - Wikiwand

Parametric equation - Wikiwand

Parametric equation - Wikiwand

Parametric equations project and presentation

[Explore the MTBoS] Mission #1: Stop-Motion Video and Participation Points

This awesome 18,811 character set of parametric equations will graph you a Zergling

This awesome 18,811 character set of parametric equations will graph you a Zergling

The Trefoil Knot is a 3D curve totally drawn on a torus' surface. Part of the toroidal knots family, it is defined by the following parametric equations: x = (2 + cos 3t) cos 2t y = (2 + cos 3t) sin 2t z = sin 3t for t between 0 and 2*Pi These cufflinks were modelled by twisting a square profile around a curve defined by the equations above. The shaft is composed of three curved square beams that make contact with the three middle points of the Knot. A beautiful mathematic set of cufflinks…

Trefoil Cufflinks

The Trefoil Knot is a 3D curve totally drawn on a torus' surface. Part of the toroidal knots family, it is defined by the following parametric equations: x = (2 + cos 3t) cos 2t y = (2 + cos 3t) sin 2t z = sin 3t for t between 0 and 2*Pi These cufflinks were modelled by twisting a square profile around a curve defined by the equations above. The shaft is composed of three curved square beams that make contact with the three middle points of the Knot. A beautiful mathematic set of cufflinks…

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