Convert each rectunguar form to polarform lo X=4g solve fer r 2.2x-3g=6; solve farr

Q: Convert each polar equation to rectangular form. (a) r=-7 D=0 Rectangular form:| (b) 0 = 6 %3D…

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Q: evaliate He pndregal Xーィ 2. y converhig to polar Coardinated-

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Q: Convert the equation x+y– 16=0 to polar form. Then solve the resulting equation for r. 믐 O=0 T.

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Q: Write the equation with rectangular coordinates. 2 = 2 cos 20 %D

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Q: Change the equation to rectangular coordinates. r = 4 sin 0

A: Given: r=4 sin θTo change the equation into rectangular coordinates

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

A: x=rcosθ

Q: Write each equation with polar coordinates a) x-y=5  b) x2+ y2 = 6x

A: Convert rectangular coordinates into polar coordinates

Q: Use the three steps to graph the polar equation: r = 6/(2 - 2sin θ)

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Q: Use the three steps to graph the polar equation: r = 12/(3 - 6cos θ)

A: Given polar equation is r=123-6 cos θ

Q: Convert each equation from rectangular to polar form 2) 1) у%3D 3

A: The solution is given below.

Q: Convert each equation from polar to rectangular form. 9) r= 4csc 0 10) r= 2sin (0 +") 11) r² = 5sec…

A: We have to use relation between cartesian and polar co ordinate system  x = r cosθ  , y= r sinθ…

Q: For each rectangular equation, write an equivalent polar equation. = f10) 'y =x* y = X

A: Given y=x2

Q: Write each equation in polar coordinates. Then isolate the variable r when possible.   x2 +y 2 = 9

A: x2+y2=9

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  => x = r cosθ

Q: Con vert to polar Coordinate

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Q: Convert each pair of rectangular coordinates to polar coordinates wherer>0 and 0< 0 < 360°.

A: The rectangular coordinates are (4, 0).

Q: Question 5 Write the equation tan(@) = 10 in rectangular coordinates. a) Oz = 10 b) Oy = 10 c) Oy =…

A: Solve by using tan(θ)=y/x

Q: Convert each equation from rectangular to polar form. 5) (x-1)² + (y + 1)² = 2 6) x = y²

A: “Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: convert to an equation in rectangular coordinates.  r = 1/2 − cos θ

A: r=12-cosθ

Q: Convert the equation to rectangular form: r=2cscΘ cos2Θ=1

A: Consider the provided equations:

Q: the photo is attached

A: Given:

Q: Write each pair of parametric equations in regular form. x=2sint,y=4cost x=4sec t/2, y=tant/2

A: answer 1 x = 2sint   and     y=4cost we know that                           sin2t +cos2t =1…

Q: Write each equation in polar coordinates. Then isolate the variable r when possible.   x2 +y 2 = 6x

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Q: Change the equation to rectangular coordinates. r(1 − cos ?) = 4

A: r=x2+y2x=rcos θ, y=r sinθ

Q: ASolve the equation 4x +20= 0 and write the resulting solution in the polar form, rZ0.

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Q: Use the three steps to graph the polar equation: r = 8/(2 + 4cos θ)

A: we have to draw the graph of the polar equation : r=82+4cosθ

Q: Convert each of the given rectangular equations to polar form  y^2 = 3x

A: given,     y^2 = 3x

Q: Convert the equation 2x+ 3y= 24 to Polar

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

A: Given:

Q: Write each equation in polar coordinates. Then isolate the variable r when possible.   x2 +y 2 = 4

A: We have to write the equation in polar coordinates: x2+y2=4 Since the given equation is the equation…

Q: Perform each using the polar form of z. 2(V3-i) 3. (1+1)2 Final answer should be expressed in terms…

A: Which is the polar form.

Q: convert r=4/2+sin(theta) to a rectangular equation

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Q: Convert each rectangular equation to a polar equation that expresses r in terms of θ:a. 3x - y = 6…

A: a). 3x-y=6⇒3rcosθ-rsinθ=6⇒r3cosθ-sinθ=6⇒r=63cosθ-sinθ

Q: convert the following equations to polar a)x^2+y^2=25   b) x=5

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Q: Graph each of the following points in polar coordinates: (a) P(2, -1/3) (b) Q(-3, 3t/4)

A: The given points are P=(2,π/3) and Q=-3,3π/4Locate the angle on the polar coordinate plane which is…

Q: Write each equation in polar coordinates. Then isolate the variable r when possible.   x2 +y 2 = 4x

A: Given: x2+y2=4x

Q: Convert the equation r = 2 cos θ to rectangular coordinates.

A: To Determine: Convert the equation r = 2 cos θ to rectangular coordinates.

Q: Convert to polar form, solved for r x² + 576 = 1600 – y?

A: Given equation is x2+576=1600-y2

Q: Convert each equation to polar coordinates and then sketch the graph.      x2 +y2 = 6 x

A: x2+y2=6x Now, ⇒r2=6rcosθ    ∵r=x2+y2  &amp;  x=rcosθ⇒r=6cosθ Therefore polar equation is, r=6cosθ

Q: Convert each Rectangular coordinate into two distinct Polar coordinates each. A. (-1,1) В. (0, 3) c…

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Q: Perform each using the polar form of z. 1+iv3 2. (1+1)2 4.(1 – i)?(1+iv3) Final answer should be…

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Q: Convert the equation u - 5r +4 into polar formn ExpresS VOur answer as an equation r(6A)

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Q: Convert each equation from rectangular to polar form. 5) (x – 1)² + (y + 1)² = 2 6) x = y? 7) x = y…

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