Let A, C be nonzero, non-colinear vectors. Let y be a curve parametrized by: Ÿ(t) = ₁ + f(t)Ã + g(t)C for tER where f, g

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Let A, C be nonzero, non-colinear vectors. Let y be a curve parametrized by: Ÿ(t) = ₁ + f(t)Ã + g(t)C for tER where f, g

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Let A C Be Nonzero Non Colinear Vectors Let Y Be A Curve Parametrized By Y T F T A G T C For Ter Where F G 1
Let A C Be Nonzero Non Colinear Vectors Let Y Be A Curve Parametrized By Y T F T A G T C For Ter Where F G 1 (164.59 KiB) Viewed 14 times
Let A, C be nonzero, non-colinear vectors. Let y be a curve parametrized by: Ÿ(t) = ₁ + f(t)Ã + g(t)C for tER where f, g: RR are smooth functions and ro is a constant vector. Find the torsion of y.
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