(-2,-2/3) to polar coordinates. Convert

Q: Convert to polar coordinates

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

Q: Write an equivalent equation using polar coordinates. x^2 + (y-3)^2=9

A: Polar coordinates specifies the location of a point P in the plane by its distance r from the origin…

Q: photo attached

A: The given equation in the cartesian coordinates is:            x2 + y2 = 16

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

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Q: Convert x2+y2= 26 to an equation in polar coordinates in terms of ? and ?.

A: The given equation is x2+y2=26 we have to convert this equation into polar coordinate in terms of r…

Q: Convert the equation x = 4 to polar form. Then solve the resulting equation for r.

A: x=rcosθ

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

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

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Q: Convert the equation to polar coordinates. x² + y? = 25

A: Given: x2+y2=25 Convert the given equation to polar coordinates.

Q: convert the cartesian equation to a polar equation x2-y2=1

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

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Q: Write an equivalent equation using polar coordinates. Use t to represent Theta. (x-4)2 + (y+5)2 = 41

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Q: a.( -253,2) b.(-13,-1)

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Q: Convert the equation to polar form. 3x = 3y

A: 3x=3yConvert into polar form by substituting x=rcosθ and y=rsinθ

Q: Convert the equation to polar form. x = y

A: Cartesian form of equation:-    x = y

Q: Convert to polar coordinates withr2 0 and 0 < 0 < 27. (3, 0) (г, Ө) —

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Q: Convert x = 8 to an equation in polar coordinates in terms of r and 0.

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Q: Convert the equation to polar coordinates. (x² + y2)2 = 2xy

A: Given: x2+y22=2xy For converting given equation in polar coordinates, we put x=rcosθ, y=rsinθ in…

Q: Convert the equation x= 4 to polar form Then solve the resulting equation for r.

A: Given, x = 4 . As we know , In polar form  =&gt; x = r cosθ

Q: Convert to polar coordinates.    (3, 3)

A: Given coordinate is 3,3. We have to convert given coordinate into polar coordinate. In Polar form…

Q: Convert (-2.-2V3) to polar coordinates.

A: It is given that, the coordinates-2,-23.  We have to find its polar coordinates. We have, (-2,-23)…

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

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Q: change the Cartesian coordinates (-2.5) into polar coordinates

A: We have to convert the cartesian coordinates into polar coordinates.

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

A: Solution of the problem as follows

Q: Convert the equation to polar coordinates. x2 + y2 = 5x %3D

A: Given an equation : x2+y2=5x We need to convert the equation to polar co-ordinates. Let's find out.

Q: photo attached

A: The given equation is x2+y2=5x.

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

A: The given point is -1,-π4.

Q: Convert each pair of rectangular coordinates to polar coordinates where r> 0 and 0 ≤ 0 < 2π.…

A: To convert each pair of rectangular coordinates to polar coordinates where r&gt;0.

Q: Convert the polar coordinates (-4, ST) to Cartesian coordinates. O (-2V3, -2) O (2V3, 2) O (2V3, -2)

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Q: Convert the Cartesian coordinate (2,-1) to polar coordinates, 0 < < 2n r =

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Q: Convert the equation to polar form. (Use variables r and 0 as needed.) x = 5

A:

Q: Convert the equation to polar form. 7x=7y

A: The given equation is

Q: Convert to polar coordinates with 2 0 and 0 between 0° and 360°. (-2, 23)

A: Convert to polar coordinates with r≥0 and θ between 0° and 360°        -2,23

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: Convert the equation to polar form: 3x=3y

A: To Convert the equation to polar form

Q: Convert the equation to polar form: y=x2 x2 -  y2 = 3

A: Given:

Q: Graph the polar coordinates (-1, )

A: The given point is -1, π3. The polar coordinate point r, θ can also be expressed as -r, θ±π.…

Q: Convert the Cartesian coordinate (3,-2) to polar coordinates, 0 0

A: The point is 3, -2

Q: Convert the equation x + y =2 to polar coordinates.

A:

Q: . Convert the rectangular equation x2 + y2 = 64 to polar form.

A: We have  x2+y2=64  Substitute x=r cos θ and y=r sin θ x2+y2=64r cos θ2+r sin θ2=64r2 cos2θ+r2…

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: Convert the Cartesian coordinate (-2,1) to polar coordinates, 0 < 0 < 2n

A: To convert the cartesian coordinates (x,y) to polar coordinates, r=x2+y2θ=tan-1yx

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

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Q: convert y=4x^2 to polar coordinates

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Q: Convert the Cartesian coordinate (-5,-3) to polar coordinates, 0≤ r = 0 = Il

A: We have to find polar form

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. (-3, ") 11n 6

A: -r,θ=r,θ-π

Q: photo attached

A: substitute x=r*cos theta and y=r*sin theta

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

A: