2 1 Let a = a(t) be a parametric curve. The value to in which the curve has a velocity vector equal to cero, is called singular point. Prove that the definition of singular point of a curve a : I→ R?...

2 1<br>Let a = a(t) be a parametric curve. The value to in which the curve has a<br>velocity vector equal to cero, is called singular point.<br>Prove that the definition of singular point of a curve a : I→ R? is independent<br>of the given parametrization<br>

Extracted text: 2 1 Let a = a(t) be a parametric curve. The value to in which the curve has a velocity vector equal to cero, is called singular point. Prove that the definition of singular point of a curve a : I→ R? is independent of the given parametrization

Jun 05, 2022

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2 1 Let a = a(t) be a parametric curve. The value to in which the curve has a velocity vector equal to cero, is called singular point. Prove that the definition of singular point of a curve a : I→ R?...

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