Calculus 3 Quiz
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VECTOR-VALUED FUNCTIONS & MOTION
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Consider a parametric curve where the speed ∣r′(t)∣|\mathbf{r}'(t)| is constant and equal to v>0v > 0. If the curvature at a point is κ\kappa, and the curve is reparameterized by arc length ss, what is the relationship between the new curvature κ~\tilde{\kappa} and the original curvature κ\kappa?
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