(Steps Shown) Find the parametric equations of the tangent line to the curve r=(t,√2 cos t,√2 sin t) at ((π)/(4),1,1). Sketch the curve
Question: Find the parametric equations of the tangent line to the curve
\[\vec{r}=\left( t,\sqrt{2}\cos t,\sqrt{2}\sin t \right)\]at \(\left( \frac{\pi }{4},1,1 \right)\). Sketch the curve and its tangent line
Deliverable: Word Document 
![[Solution] Let u(t)=(-√t sin t,t,t^2/3) and v(t)=(-√t](/images/solutions/MC-solution-library-39659.jpg "[Solution] Let u(t)=(-√t sin t,t,t^2/3) and v(t)=(-√t")
[Solution] Let u(t)=(-√t sin t,t,t^2/3) and v(t)=(-√t
![[See Solution] Find the equation of the](/images/solutions/MC-solution-library-39660.jpg "[See Solution] Find the equation of the plane normal to r(t)=(e^t")
[See Solution] Find the equation of the plane normal to r(t)=(e^t
(Solved) If r(t)=(t^2,3t,e^t), find the tangential and normal
(Solution Library) To see the effect of changing the parameter b
(Steps Shown) A non-homogeneous equation and a particular solution
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