r(t)=<2t,t2,31t3> (a) Find the derivative r′(t). (b) Find the unit tangent vector T(t) and the unit normal vector N(t)
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r(t)=<2t,t2,31t3> (a) Find the derivative r′(t). (b) Find the unit tangent vector T(t) and the unit normal vector N(t)
r(t)=<2t,t2,31t3> (a) Find the derivative r′(t). (b) Find the unit tangent vector T(t) and the unit normal vector N(t) at the point (2,1,1/3) where t=1. (c) Find the curvature κ of the given curve at the point (2,1,1/3).
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