(4430°)-(24225°) d. (24140°)(34300°) (Express your answer in polar form)

Q: Find all the polar coordinates of the point P(2, p>6)?

A: Consider the given point P2 , π6

Q: convert x=5y^2 to a polar equation

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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: Graph the polar equation: r = 1 + 2 sin θ.

A: We have given the polar equation; r = 1 + 2 sin θ

Q: Graph and find the cartesian equation for the polar equation r2 = -6r sin 0.

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Q: Convert x=6 into a polar equation

A: Convert x=6 into a polar equation

Q: ven in polar coordinates.

A: The polar coordinates (r,θ)and rectangular coordinates (x,y)where x=r cos θ         y=r sin θx=2 cos…

Q: Graph the polar equation. r=-6 sin0

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Q: Convert the following polar equation into a rectangular equation. r = 2sin0

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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: Evaluate xdydx (convert to polar coordinates)

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Q: Convert the equation x+y-9=0 to polar form. Then solve the resulting equation for r. O=0 Osino OcosO…

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Q: convert the equation to a polar coordinate

A: We convert the Cartesian coordinates to polar coordinates by using the following transformation

Q: Plot the polar point ( 4, 330° ). (Click on the purple dot and move it to the desired location.)

A: To plot the polar point (4,330∘).

Q: Q1) Convert the point p = (2,) in the polar coordinate system to its Cartesian coordinate…

A: We know that conversion from polar coordinate (r, θ) to Cartesian coordinate (x, y) is as follows:…

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

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

Q: Graph the polar equation: r = 9/(3 - 6 cos θ).

A: r=93−6cosθr=931−2cosθr=31−2cosθ

Q: Find a polar form of the equation. X = 6 .

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Q: Find the equation in polar coordinates of the line through the origin with the slope 1/5 .

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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: Q4: Write down the answer after converting the polar coordinates (-2, 4tt/3) into the Cartesian…

A: Topic = Coordinate Geometry

Q: Graph the polar equation. r=5-3 cos0

A: Given polar equation is r=5−3cosθ. We have to graph the given polar equation. If we replace θ by -θ…

Q: Convert the equation r2 = -4r cos θ from polar to cartesian.

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Q: Graph the polar equation: r2 = 4 sin 2θ.

A: Given r2=4 sin2θ

Q: Find a polar equation for the line containing the origin that makes an angle of 30° with the…

A: Find a polar equation.

Q: 2. Convert the polar equation to rectangular form. Simplify your answer r2sec30 = r?tan?0 sec 0 –…

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Q: Convert to polar coordinates withr 20 and 0<0<360°. Give exact answers when possible. (33.-3)

A: The polar co-ordinate of the point is,  (6, 330°) The detailed solution is as follows below:

Q: Find (-1+ i)"and write the answer in exact polar form and rectangular form.

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Q: Q1// Converting r= 12 cos 0 from polar to the equation of a circle?

A: Solution is given below:

Q: Find (V2 + i ) . Answers must be in Polar and Rectangular Form

A: The given problem is to express the given complex number in the form of polar form and rectangular…

Q: Find two different ways to represent the following rectangular coordinates in polar coordinates:…

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Q: Plot the polar point. -2, 3m

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Q: Write down the answer after converting the polar coordinates (-2, 4π/3) into the Cartesian…

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Q: 3. Convert the polar equation to a rectangular equation. r = 64

A: Given,             r = 64 We have to convert the polar equation to a rectangular equation.

Q: 2. Find the polar coordinates that correspond to the rectangular coordinates (5,5).

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Q: Q5/Change the polar equation 2r = 2 + cos8.(2r - 1) to Cartesian equation

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Q: Solve each equation for exact solutions over the interval [0°, 360). (cote-3)(2sin0 + /3) = 0 Select…

A: First find the individual solution then plot all the point .

Q: 3. Convert the following equation to polar coordinates. 118

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Q: Convert to polar coordinates with r 2 0 and 6 between 0° and 360°.

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Q: Cannot solve

A: We know- Converting between polar and rectangular equation: r2 = x2 + y2…

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: Plot the point given in polar coordinates. (-3, ") 11n 6

A: -r,θ=r,θ-π

Q: 0z7 Sketcu in Polar

A: Polar form of straight line .

Q: B- Find the intersections and symmetry for the polar equation r sine = 1 and then draw it.

A: Introduction: The intersections of a curve are mainly the point where the curve intersects the…

Q: Find a polar form of the equation. x² + y2 = 49

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Q: Graph the polar equation. r=-7 sin0

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