Plot the point (V2,150°) in a polar coordinate system.

Q: Convert to polar coordinates

A: Here we will convert given Cartesian coordinates in polar coordinates,

Q: Find the polar coordinates of the points whose cartesian coordinates are (i) (-2,-2) (ii) (-3,4)

A: Find the polar coordinates of the points whose cartesian coordinates are  (i) (-2,-2) (ii) (-3,4)

Q: Convert the given rectangular coordinates into polar coordinates. (-5, -2) = ([ ? ],O) %3D pund your…

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Q: Convert from rectangular to polar coordinates: (3,√3)

A: Given point is (3,√3). Let us consider, r cos θ=3   ;   r sin θ=3 Then we get, r2cos2 θ+sin2…

Q: Plot the point given in polar coordinates. (-2. 플) 3

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Q: change the Cartesian coordinates (-1,-2) into polar coordinates

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Q: Convert the Cartesian coordinate (-6,-3) to polar coordinates, 0 0 r = =

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Q: Convert the cartesian coordinate (-6, – 1) to polar coordinates, 0 < 27

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Q: Convert the rectangular coordinates to polar form. -(V6, -/2)

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Q: Plot the points with polar coordinates:(2, π/6)

A: Given: Plot the points with polar coordinates: (2, π/6)

Q: (-VZ,-V@)

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Q: Plot the point given by the polar coordinates (-1, find its rectangular coordinates. 57 and 4

A: Given Polar coordinates; -1,5π4

Q: Convert the rectangular coordinates to polar coordinates (-1,-1)

A: Solution of the problem as follows

Q: Plot the point given in polar coordinates. (-9,150°)

A: we have to plot the given radius and angle on the polar cordinate

Q: Plot the point in a polar coordinate system. 4

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Q: Plot the point with the polar coordinates (-1, -π/4)

A: The given point is -1,-π4.

Q: Write the polar coordinates (–2, 0) as rectangular coordinates.

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Q: Convert the polar equation to rectangular coordinates.

A: Let the rectangular coordinates be = x, yPolar coordinates = r, θThen we know the relation between…

Q: Convert the rectangular coordinates, ( 5, -5 ), to polar coordinates, with r< 0 and 0 <0 < 360°.

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Q: Find the 2 possible pairs of polar coordinates for the following rectangular coordinates. а) (-5, 0)…

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

A: Given The rectangular coordinates of a point are (2,-2).

Q: Convert from rectangular to polar coordinates: (−1,√3)

A: Given rectangular coordinates = -1,3

Q: Convert the rectangular equation to polar form. 7x — у + 4 %3Dо |

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Q: Convert from rectangular to polar coordinates:(−2, 2)

A: The rectangular coordinate system includes the points of the form x,y . The rectangular coordinate…

Q: Use a polar coordinate system to plot the point with the given polar coordinates (-1, 3π/2)

A: Use a polar coordinate system to plot the point with the given polar coordinates -1,3π2 Here r=-1 ,…

Q: Convert from polar to rectangular coordinates:(6, 3π/4)

A: Convert from polar to rectangular coordinates: (6,3π4) Solution: We know, Rectangular coordinate…

Q: Convert each pair of polar coordinates to rectangular coordinates. (4, п)

A: Solving the problem by finding the restangular coordinate.

Q: Convert each pair of polar coordinates to rectangular coordinates. 5π 7) 2, 3π 2 8) 1,

A: To convert each pair of coordinates to rectangular coordinates.

Q: Plot the point whose polar coordinates are given: (4, 3π/4). A) B)

A: Given point 4,3π4. Let us plot it in Polar coordinates

Q: Plot the point on a polar coordinate system. (-3, )

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Q: Use a polar coordinate system to plot the point with the given polar coordinates (-1, π)

A: The given point in polar coordinates is -1, π. Plot this point as shown below.

Q: Plot the point given in polar coordinates. 0, 7π/6

A: The given points are in the form We need to plot this points on the polar graphs.

Q: b) Plot the points in Polar coordinates. i) (3,) ) (-6, -п)

A: To plot the points in polar coordinates.

Q: Plot the point given in polar coordinates. (2. - ) 4

A: The given polar coordinates are in the form of (r,θ) so given point (2, -3π/4)  r=2 and θ=-3π/4…

Q: Find the rectangular coordinates for the point whose polar coordinates are 五-4

A: Cos x =x/r Sin x= y/r

Q: convert the rectangular coordinate to a polar coordinate.

A: Topic - complex number

Q: Convert to polar coordinates.     (-2,0)

A: Rectangular coordinate x, y to polar coordinate r, θ: x=rcosθy=rsinθwherer=x2+y2 and θ=tan-1yx

Q: Plot the point given in polar coordinates. (-3, )

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Q: Võ, -v2)

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Q: Use a polar coordinate system to plot the point with the given polar coordinates (-2, -π/2)

A: Given:  Polar coordinates (-2, -π2)…

Q: Plot the point with the polar coordinates (3, 315°)

A: Here given polar coordinate asr, θ=3, 315° Here  θ=315°=315×π150=21π10 Therefore r, θ=3, 21π10

Q: change the Cartesian coordinates (-1,2) into polar coordinates

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Q: Convert to polar coordinates.     (-1, Ï3)

A: Given:-1, 3iPolar coordinates:r, θr=x2+y2θ=tan-1yx

Q: Plot the point given in polar coordinates. -5TL

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Q: Convert the Cartesian coordinate (-2,4) to polar

A: (5)Cartesian coordinates = x, y = -2, 4Let the polar coordinates be = r, θFormula for calculating r…

Q: Plot the point that has the given polar coordinates. (-3, 1) A/2

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Q: Convert the Cartesian coordinate (-5,-2) to polar coordinates, 0 0 r =

A: Given point (-5,-2)