[See Steps] (a) Sketch the Cartesian point (√3,-1) and change it into polar coordinates. (b) Sketch the polar point (-4, (-3 π)/(2)) and change
Question: (a) Sketch the Cartesian point \((\sqrt{3},-1)\) and change it into polar coordinates.
(b) Sketch the polar point \(\left(-4, \frac{-3 \pi}{2}\right)\) and change it into Cartesian coordinates
(c) What is the Cartesian equation \(y=-x\) as a polar equation?
(d) Change the polar equation \(r=4\) into a Cartesian equation. Graph it in the Cartesian plane.
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![[Solution Library] Sketch r=1+ cos θ in](/images/solutions/MC-solution-library-57587.jpg "[Solution Library] Sketch r=1+ cos θ in the Cartesian plane")
[Solution Library] Sketch r=1+ cos θ in the Cartesian plane
![[Solution Library] Sketch r= sin 2 θ](/images/solutions/MC-solution-library-57588.jpg "[Solution Library] Sketch r= sin 2 θ in the Cartesian plane and then")
[Solution Library] Sketch r= sin 2 θ in the Cartesian plane and then
![[Solution] Find the mass and center of](/images/solutions/MC-solution-library-57589.jpg "[Solution] Find the mass and center of mass of the lamina that")
[Solution] Find the mass and center of mass of the lamina that
(Solved) Set up the triple integral for the following, do not
(Steps Shown) Evaluate the line integral ∫_C F • d r,
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