Using polar coordinate, plot the location of the point (-13,-110 pi/4) and point (13, 3pi/2). Please shade the region in polar coordinate from 0 to 1.80 pi.

Q: tegral by transforming to polar coordinates.

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

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Q: Convert the polar coordinate (9, to Cartesian coordinates. X = y =

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Q: 2. Convert ( 4, from polar to rectangular coordinates. 3

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Q: Describe the given region in polar coordinates.

A: Given,

Q: Convert from polar to rectangular coordinates:(5, −π/2)

A: Given point in polar coordinate is 5, -π2. To convert the polar coordinates to rectangular…

Q: Convert (4, 2?/3) from polar coordinates to exact and approximate rectangular coordinates.

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Q: Convert the polar coordinate (9, 4 to Cartesian coordinates. Enter exact values. X = y =

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Q: Convert the polar coordinate (8, to Cartesian coordinates. Enter exact values. X = y =

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Q: Convert the polar coordinate (9, ) to Cartesian coordinates. 6 Enter exact values. X =

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Q: change from polar to cartesian Corordina tes (3,)

A: We have to change the cordinate

Q: Convert from rectangular to polar coordinates: (1, 0)

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Q: Find the area of the shaded region given the polar equations: r = sinx and r = cosx

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Q: Convert the polar coordinate ( 3, to Cartesian coordinates. 4 y =

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Q: Calculate the Shaded Area by using polar coordinate :

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Q: Define Polar Coordinates?

A: Polar coordinates are used to locate the point in the plane.

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: 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 (0, -2) to polar coordinates.

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Q: Express the polar coordinates 3, in Cartesian coordinates. ...

A: The solution is given below in the next step:

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

A: Given: (-3, -π)

Q: sketch! Convert to polar coordin is the region in the first quadrant enclos

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Q: (-vz, .주) Convert from polar to cartesian coordinates

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Q: Convert the rectangular coordinate (x, y) = (-5,5V3) to polar coordinates

A: The explanation of answer as follows

Q: Convert from polar to rectangular coordinates: (2, (π/2))⇒(x,y)

A: We have to convert polar coordinates to rectangular    polar coordinates are (2, (π/2)) where r=2…

Q: Plot the point with the polar coordinates (2, 135°)

A: 2, 135°

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 the Cartesian coordinate (4,2) to polar coordinates, 0 ≤ θ < 2π.   r= ?? (exact value) θ…

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Q: Question in Image.

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Q: Convert the polar coordinate (9, to Cartesian coordinates. - Enter exact values. X = y =

A: We know that from conversion of coordinate of polar to Cartesian coordinate is  x=rcos(theta) and…

Q: 2. Convert from polar coordinates to rectangular (−2, −14pi/ 5 ) 3. Convert from rectangular to…

A: This question can be solved using the concept of rectangular and polar form of coordinates of a…

Q: Convert polar equation r=cos3 θ to cartesian equation

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Q: Find the slope of the polar curve at the indicated point. r = 4/theta , θ = 3π (with all the steps…

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Q: Convert the Cartesian coordinate (5,3) to polar coordinates, 0<0< 6. Enter exact value.

A: Here we have to convert cartesian coordinate (5,3) to polar coordinates, 0≤θ≤2π

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

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Q: 22) Convert the rectangular coordinates, (8, -3) to polar coordinates.

A: To convert the given rectangular coordinates into polar coordinates.

Q: Convert the polar coordinate (8,2π/3) to Cartesian coordinates. Enter exact values X= Y=

A: We know that X=r cos (theta) and Y= r sin(theta). Here, r= 8 and theta = 2π/3.

Q: convert (3, 5(Pi)/4) from polar coordinates to exact and approximate rectangular coordinates

A: Given, (3, 5π/4)

Q: Convert the Cartesian coordinate (3,-2) to polar coordinates, 0 0 r = Enter exact value. Round 0 to…

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Q: Convert the Cartesian coordinate (3,6) to polar coordinates, 0 < 0 < 27 r = Enter exact value.

A: Given:- Cartesian coordinate (3,6)  To find:- Convert Cartesian coordinates to polar coordinates for…

Q: Convert the polint from polar to Cartesian coordinates. Write your answer in the simplest form or…

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Q: 1. Convert from polar coordinates to rectangular (−3,360°)

A: Note:-  second question is incomplete so we solve question 1 for you please repost other question…

Q: 지2 찌2

A: Here Given polar coordinates Pr,θ=-2,-π3  other representation of r&gt;0 are Pr,θ=Pr,θ+2nπ…

Q: Using the polar coordinate system, could you please shade the region between 0 and 1.80pi, then plot…

A: Given, polar coordinate system r,θ where r is radius and θ is angle region,  0&lt; θ&lt;1.80π points…

Q: 6. Convert the polar coordinates (3, 60°) to rectangular coordinates.

A: Hi there, At a time we can answer only one question and the question number 4 and question number 5…

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: Use the polar coordinates to evaluate volumes

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Q: Convert the polar coordinate ( 6, 4 to Cartesian coordinates. Enter exact values. y3D

A: Given polar coordinate  (6,5pi/4) now we will convert them.to cartesian coordinates as shown below

Q: Write the polar coordinates (9. ) as rectangular coordinates,

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Vertices Of An Ellipse

In the study of the conic section of the geometry, An ellipse is a plane curve surrounding two focal points, or foci where the set of all locus of points in the plane has their sum of the distances to the two foci is constant. On the ellipse curve, it is the intersection point of the main axis. In an ellipse graph, the center of the axis is the midpoint of the line segment connecting the foci. The major axis is the line section that runs through the ellipse's foci, while the minor axis runs through the middle and is perpendicular to the major axis.. The ellipse has two endpoints on the major axis which are known as the vertices (in plural), vertex in the singular. The equation of the major axis is 2a, the equation of the minor is 2b and the distance between the major axis and minor axis is 2c. The semi-major axis has a length of a and the semi-minor axis has a length of b. The ellipse's vertices are determined by the elliptical orbit's equation and graph.