3. Find two different sets of polar coordinates (r. 8) for the point with Cartesian coordinates (x, y) = (-V3,-1 nluo pnd the other should have a negativer-value. Both should have 0 ìn

Q: A student is asked to determine the polar coordinates (r, 8) corresponding to the Cartesian…

A: Let's find.

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

A:

Q: 2. g'-yso ylo)=2 gilo): -2 y'Co)= y'(0)= -2 : -2

A: Given: y''-y=0, y0=2, y'0=-2 So, we can also write as: D2-1y=0   The auxiliary equation is: m2-1=0

Q: 24/ Replace the polar equation r. sin (0 +") = 2 to Cartesian equation -(G+ ns./ = 2

A: The given polar equation is r·sinθ+π6=2 .................(1)

Q: For each point (x,y), give two sets of polar coordinates, where 0<=theta<=2pi problem : (3√3,-3)

A: Polar coordinates.

Q: 14. Polar coordinates. a. Write (x, y) = (-2,2) in polar form (r, 0).

A:

Q: 3. Given the point (x, y)=(-40/3,40). Convert this point to polar coordinates, (r.), with r>0 and 0…

A: given  (x,y)=(-403,40)in polar coordinates    x2+y2=r2and     tan(θ)=yx

Q: 5. Find two sets of polar coordinates for the Cartesian point (-7, 7/3) such that 0<0<2T.

A:

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

A:

Q: 1. Convert the following points as indicated. A. (√2, 3π/4) to Cartesian coordinates. B. (2,-3) to…

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

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Q: Find two other pair of polar coordinates one with r>0 and r<0 for  (6,π/4) (-5,3π/2) (3,-π/3)

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Q: 2. Convert the following polar coordinates to cartesian coordinates with (3,-) (-4) 2n c (2.) a. b.…

A: As per Bartlebys answering policy, we can answer only one question with a maximum of three subparts.…

Q: 38. Which of the following could be polar coordinates for the point with rectangular 1 coordinates…

A: Given co-ordinate: Now,

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: Consider the polar coordinates (r, 0) = (6, pi/4) . Provide two new pairs of polar coordinates that…

A: Given, polar coordinates (r, θ) = (6, pi/4)   The two new pairs of polar coordinates that describe…