3. Let c(t)=(t2,t,2t) and f(x,y,z)=(y2−x2,−xy,z). (a) Find (f∘c)(t). (b) Find a parametrization for the tangent line to
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3. Let c(t)=(t2,t,2t) and f(x,y,z)=(y2−x2,−xy,z). (a) Find (f∘c)(t). (b) Find a parametrization for the tangent line to
3. Let c(t)=(t2,t,2t) and f(x,y,z)=(y2−x2,−xy,z). (a) Find (f∘c)(t). (b) Find a parametrization for the tangent line to the curve f∘c at t=1.
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