Consider the polar equation r = 16 cos(0) – 12 sin(0). (a) Convert the given polar equation to a Cartesian equation in terms of x and y. (b) Spoiler: The graph of the given equation is a circle! Given that, determine the x and y coordinates of the centre of this circle, as well as its radius: x-coordinate of the centre: Number y-coordinate of the centre: Number radius of the circle: Number

Q: B] Convert the following equation from polar to Cartesian coordinates: p² = 5 tan(8) - sec(6)

A: We have to solve given problem:

Q: Find the intersections and symmetry for the polar equation r sine and then draw it.

A: Any point on the Cartesian coordinate system is represented by the ordered pair: x, y. Any point on…

Q: 4 -2x?y = 1 r = sin(0) (b) Pick a coordinate that lies on the graph of the equation you picked from…

A:

Q: (-vz, .주) Convert from polar to cartesian coordinates

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Q: Convert the polar equation = 2 sin(0) into Cartesian and describe this shape.

A: we have to convert the given polar equation into Cartesian equation

Q: Plot the following points (given in polar coordinates). Then find all the polar coordinates of each…

A: Plot the given points as follows.

Q: Test for symmetry and then graph polar equation r = 2 + 3 sin 2θ.

A: r=2+3sin2θ Replace r, θ with -r, -θ, we get -r=2+3sin2-θ⇒-r=2-3sin2θ⇒r=-2+3sin2θ Which is not same…