Mark the alternative that corresponds to the radius R and the center C (in polar coordinates (r,θ)) of the circle of polar equation 7=r^2 −2rcos(θ).

Q: Convert x = 8 to an equation in polar coordinates in terms of r and 0.

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Q: Find polar coordinates of the point whose rectangular coordinates are (-2, 0).

A: x, y=-2, 0⇒x=-2 & y=0

Q: First, convert the equation into polar coordinates then sketch a graph of the rectangular equation.…

A: Consider the given equation. x2+y2+x22=16x2+y2

Q: Convert (−2, −9) to polar coordinates.

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Q: Convert the polar equation: r=secθtanθ to rectangular coordinate. answer choices: a. x^2-y = 0 b.…

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Q: Identify the polar curve r = csc 0 by finding a Cartesian equation.

A: The given curve is r=csc θ.

Q: Find the rectangular coordinates ( x y, ) of the point in polar form given by ( -3, -3pi )

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Q: Although this integral could be written as 3 9-z2 (9 - x2 - z2) vx² + z²dz dx it's easier to convert…

A: Given  ∫-33∫-9-x29-x2(9-x2-z2)x2+z2dzdx

Q: What are the polar coordinates (r,θ) of the points of intersection of C1 curve with polar equation…

A: It is given that, It s known that at the point of intersection equation of both curves satisfies…