x 2 B₂ B₁ Given: B₁:r 4 cos² 0 and B₂:r-2-2 sin 0 (intersecting at point X, Y and Z) *Find the polar coordinates of the points X and Y

Q: Find the points (x, y) at which the polar curve 8 cos 0, horizontal tangent line. Vertical Tangent…

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Q: Consider the parametric equations x= 0 + 2 sine and y 1+ 6 cose. Which of the following represents…

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Q: Use the symmetry test on the equation r (y axis, polar axis, pole). r = 2-4 sin² 0

A: Follow the steps below to check the symmetry of the graph: r=fθ. Substitute (r,θ) with (r,π-θ) to…

Q: Q2: Sketch the polar function r = 6 cos 30 ,-n <0 < T

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Q: Convert the point with Cartesian coordinates 2 r and 0, with r> 0 and 0 ≤ 0 < 2π in radians. (r, 0)…

A: Topic = Geometry

Q: Use a graphing utility to convince yourself that the polar equations r = f1(θ) = 2 cos θ − 1 and r =…

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Q: 3. Find two different sets of polar coordinates (r. 8) for the point with Cartesian coordinates (x,…

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Q: r = 2 cos 0 – sin 0 by the equivalent Cartesian Replace the polar equation equation. Then describe…

A: Polar coordinates transformation to Cartesian coordinates

Q: Convert S ² (3 cos 0 + 4r sin² 0) drde СТ [² S²³ (3x+4y2) dyda into polar coordinates 3r+4r sin 0…

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Q: 6. O Convert the quation aty z+y froui cartesian to polar (10 P.) (u) Convert the equation r - 2 sme…

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Q: Q5 By changing to polar coordinates, evaluate "S cos (x' + y° ) dxdy .

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Q: Change the equation from rectangular form to polar form. 4x' - y a 4

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Q: Q2 Find the points of intersection of the polar curves r=1+cos 9 and r= -cos

A: Point of intersection of the Polar curve

Q: How do you solve this using polar coordinates?

A: We will find out the required result.

Q: With polar coordinates (3, -1), find (r, θ) for r>0 and r

A: The point in Cartesian co-ordinate is given by .

Q: Q2: Sketch the polar function r 3 6 cos 30 ,-n<0 < m

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Q: Choose the correct region of integration √³x y dy dx. Assume that in each figure, the horizontal…

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Q: : When the axes are retated through an angle a, Find the transformed equation of x cos a + y sin a…

A: When the axes are rotated through an angle a then we have to  find the transformed equation for the…

Q: Convert the Cartesian coordinate (2,-1) to polar coordinates, 0 ≤ 0 0 r = √5 Enter exact value. 0…

A: for the given Cartesian coordinate (2,-1) the Polar coordinates are  r=5theta=2π-tan-1(12)