Question: Show steps please 7.) Find a parametrization for the curve of intersection of the surfaces: z=x2+y2&z=1+4 Answer: r(t)=[t,21(t21),21(t2+1)] 6.) Find 3 surfaces that contain the

Show steps please
Show steps please 7.) Find a parametrization for the curve of intersection
of the surfaces: z=x2+y2&z=1+4 Answer: r(t)=[t,21(t21),21(t2+1)] 6.) Find 3 surfaces that contain
the curve: r(t)=(t2,lnt,t1) Answer: z=e1x=e2yx=z21 8.)Write parametric equations for the tangent line

7.) Find a parametrization for the curve of intersection of the surfaces: z=x2+y2&z=1+4 Answer: r(t)=[t,21(t21),21(t2+1)] 6.) Find 3 surfaces that contain the curve: r(t)=(t2,lnt,t1) Answer: z=e1x=e2yx=z21 8.)Write parametric equations for the tangent line to the curve: r(t)=(tcost,t,tsint)At(,,0) Answer: x(t)=ty(t)=+tz(t)=t

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