Plot the given point in a rectangular coordinate : (-5/2, 3/2)

Q: Convert r 8 csc(0) to an equation in rectangular coordinates in terms of x and y.

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Q: What are the coordinates of the image D0.5)(1, 2)? coordinates

A: To find the coordinates of the image of D0. 5(1, 2)

Q: Find PQ. 15x 18 32

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Q: Plot the given point in a rectangular coordinate : (1, 4)

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Q: Convert the rectangular equation x2 + y2 = 8x to an eq %3D

A: By using the relationship between rectangular coordinates and cylindrical coordinates . We can…

Q: 8x² + 6x + 5

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Q: Plot the given point in a rectangular coordinate : (0, -3)

A: Standard form is (x, y) Hence, the point is 0 on x-axis and - 3 on      y-axis.

Q: Plot the point whose rectangular coordinates are (3,1) What quadrant does the point lie in?

A: Given point is: (3,1) As both x and y coordinates are positive, the point lies in Quadrant I.

Q: Convert the rectangular equation x2 + y? - 3z2 = 0 to an e %3D

A: Here we use the relationship between rectangular coordinates and spherical coordinates to convert…

Q: Find the x and y intercepts off the equation  h(x)=4x-7 answer as points (a,b)

A: Given equation hx=4x-7. The main objective is to find the x and y intercepts of the equation.

Q: f the coordinate axes,

A: The DCs of line are l = cos? , m= cos? and n=cos?

Q: Plot the given point in a rectangular coordinate : (-4, -2)

A: Given a point,  (-4, -2). To plot the point (-4, -2) in a rectangular coordinate system,

Q: 2x² – 7x – 3

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Q: Find the coordinates of the foci

A: To find the coordinates of the foci of the given ellipse

Q: Plot the below given points (in the Rectangular Coordinate System) :  A(-2, 4), B(4, -2), C(-3, 0),…

A: given points are A(-2, 4), B(4, -2), C(-3, 0), and D(0, -3). the given points are plotted in…

Q: Reflect the triangle over the y-axis, then translate

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Q: b) Sketch them on the grid and determine a rule (or equation) that expresses the relationship…

A: Given:  x y -1 2 0 1 1 0 2 -1 3 -2 To determine: The equation that express the…

Q: Determine the quadrant(s)in which (x, y) could be located.x = −4 and y > 0

A: x=-4  &  y>0

Q: Use the triangle to the right to find the value of x. x =

A: We know that sum of all the angle in the triangle is 180 It is right angle triangle so its make 90…

Q: Find the rectangular equation.

A: To get the rectangular equation from parametric equation, we try to eliminate the parameter.

Q: convert to an equation in rectangular coordinates. r = 7

A: To convert: The equation r=7 in rectangular equation: Concept used: Polar into rectangular: x=r cosθ…

Q: Find the equation of the line that passes through the origin and makes a 30° angle with the x-axis.

A: Our Aim is to find the equation of line that passes through the origin andmakes a 30° angle with the…

Q: Determine the quadrant(s)in which (x, y) could be located.x < 0 and y = 7

A: Given coordinates   (x, y) could be located  x < 0 and y = 7

Q: Convert r = 5 to an equation in rectangular coordinates in terms of x and y.

A: Equivalent rectangular coordinate measures: x = rsinθ; y = rcosθ

Q: Give the rectangular coordinates for the point. (-10, 225°)

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Q: Plot the given point in a rectangular coordinate system.

A: The given point is -52,32. Plot the point -52,32  in rectangular coordinate system, Plot the point…

Q: Plot the given point(-1, 4) in a rectangular coordinate system.

A: Given: Point (-1, 4)

Q: Find the value of each variable in each parallelogram.

A: Find the variable 'r'

Q: Find the equation of the line that passes through the origin and makes a 60° angle with the x-axis.

A: Given, The line is making 60∘angle with the x-axis. Point through which line is passing = (0,0)

Q: Plot the given point in a rectangular coordinate : (-3, -5)

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Q: Identify the x and y intercepts and write as an ordered pair

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Q: Use the information provided to write the equation of each 6) Center: (-6, –6) Radius: V149

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Q: Use the information provided to write the standard form equation of each circle. Center: (-6, -15)…

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Q: Identify the x and y intercepts from the following equation. 2x + 5y = 10

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Q: Graph the equation and include the orientation. x = t2, y = 2t, osts 5 y

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Q: Find the rectangular equation

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Q: Which quadrant in the rectangular coordinate system does the point (r, 0) = (5, 135°) lie in?

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Q: photo attached

A: Given:Polar coordinates are given:

Q: Plot the point where 0 = 3

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Q: Change the equation to rectangular coordinates. г(3 — Зсos 0) %3 2

A: Given: r(3-3cos θ)=2To change the equation into rectangular coordinates

Q: Name the point with coordinate 2.

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Q: r = 3 csc 0 y = 3

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Q: Find the rectangular coordinate of each point. (-2, 4)

A: Given : -2,3π4

Q: In which quadrant of the Cartesian coordinate system does (-4,9) lie?

A: We have cartesian coordinate (-4,9). Here, x coordinate is -4 and y coordinate is 9.Now we will plot…

Q: Convert a = 600 to a Cartesian equation. y = x/2 x = v3y Oy= v3x

A:

Q: Plot the given point in a rectangular coordinate : (-4, 0)

A: Here given coordinate as -4, 0 it means  x=-4 , y = 0

Q: The rectangular coordinates of a point are given. Plot the point. (3, 0) y 2-

A: Polar coordinate

Q: Which is the correc. translation of the equation

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Q: Convert the following equation into slope intercept form. 3x + 21y = 21 %3D

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Q: Graph the equation in a rectangular coordinate system: y = 0

A: y=0 represents the linear equation which denotes the x axis that is on x axis coordinate of y is 0.

Coordinate Geometry

Coordinate geometry, also known as analytic geometry or Cartesian geometry in classical mathematics, is a type of geometry that is studied using a coordinate system. Coordinate geometry is a branch of mathematics that describes the position of points on a plane using an ordered pair of numbers called coordinates.