Consider the curve C of equation 4.xy x² + y? x² + y² From the choices given, select the one that correctly shows the equation of C in polar coordinates and the equation of a line tangent to the pole.

Q: N(-3, 3*) 3. Find the equation of the line in polar coordinates that passes and the pole.

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Q: A curve with polar equation r=48/6sinθ+25cosθ represents a line. This line has a Cartesian equation…

A: Given that, the polar equation is r=486sinθ+25cosθ. Convert the polar equation as Cartesian equation…

Q: Sketch the curve with the given polar equation, r = cos(2Theta).

A: The given polar equation is: r=cos2θ. We have to sketch the curve.

Q: = 4 sec 0. Find the Cartesian equation for the polar curve r =

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Q: Convert the polar equation to rectangular form. 0 = Select one: a. V3r + y = 0 O b. r2 + y? = 16 ||…

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Q: 6. Find a Cartesian equation for the polar curve and describe its shape: r= 3csce

A: The given equation,              r=3 cscθ

Q: Identify the Cartesian coordinates for the given polar coordinates. (6.) (4. *) а. 4 5n 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: 1. Convert from a rectangular equation to a polar equation. X-y= 10

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