2- Paraboloid what is it? explain briefly with images

Q: A model of an object is made of two geometric figures. Which object can best be modeled by a…

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Q: A bridge is supported by a parabolic suspension cable hung in two cement posts 140 meters apart and…

A: This is the question of Geometry.

Q: section

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Q: Practice Another Find the standard equation of the sphere with the given characteristics. Center:…

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Q: nic Sectio

A: The the coordinate of center are A(-4,1) and B(20,-6)

Q: Enter the coordinates of the vertices of the conic in the x-y' plane. (Simplify your answer.…

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Q: ABC is rotated around the line x=0 to produce a solid. What describes the shape of the solid?

A: While rotating the triangle around x=0 it becomes a cone

Q: Find an equation of the conic described.Graph the equation.

A: Find the equation of hyperbola such that:  vertices are ±2,0, focus is 4,0.   In a hyperbola if…

Q: =LL-v225-2J16-/225-x-y This ride will consist of a metal mesh sphere with a diameter of 30 feet.…

A: Explanation of How will we write the equation of any sphere. First: Note the radius r of sphere.…

Q: FINO THE OLUME FORMED BY REVOCVING THE HYPERBOLA xy - from to X=4 about the y- uxis

A: Here the curve is xy=6 and x changes from 2 to 4. we have to find the volume of the given curve

Q: 80. Give an example of the reflective property of a parabola.

A: We have to give some examples of the reflective property of a parabola.

Q: A suspension bridge with weight uniformly distributed along its length has twin towers that extend…

A: Here we have to calculate the height of cable

Q: Explain what is the relation of the conic section to the given object

A: Given object is a circle.

Q: A blade on an industrial fan has the configuration of a semicircle attached to a trapezoid (see…

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Q: what is the most important thing you learn about conics?

A: There are several things we have heard/read in school or somewhere else. These things can be…

Q: hyperbolic paraboloid by matching the equation with one of the forms given in Table 11.7.1. State…

A: As per our company guidelines we are supposed to answer ?️only first 3 sub-parts. Kindly repost…

Q: What are quadric surfaces? Give examples of different kinds of ellipsoids, paraboloids, cones, and…

A: Those equation or graph that can be represented in the below form are called Quadrative Surfaces:

Q: Whispering Gallery Jim, standing at one focus of awhispering gallery, is 6 feet from the nearest…

A: Ellipse is a closed circle that looks like an elongated circle. ellipse contains focus, major axis,…

Q: This design began from the construction of an equilateral triangle. Record at least 3 rigid…

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Q: Conoider

A: Given, the ellipse                (x-h)2m2+  (y-k)2n2=1            ...(1)and…

Q: Satellite Dish A satellite dish is shaped like a paraboloid ofrevolution. The signals that emanate…

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Q: What are quadric surfaces? Give examples of di¦erent kinds of ellipsoids, paraboloids, cones, and…

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Q: Name the centroid of the triangle shown to the right. N M The centroid is the point

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Q: Find the center and the radius. (x - 4)^2 + (y - 1)^2 = 4

A: Using center Radius form of circle.

Q: Point K is a centroid of the triangle JGI. If KL = 28 cm, what is JL?

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Q: True or false? All traces of a hyperboloid are hyperbolas.

A: All traces of a hyperboloid are hyperbolas.

Q: Exercises 1. What kind of conics is given by the equation: 2 = 10

A: Given x2-y2+2y=10

Q: a) x² x² + y² - 2² +22=1 ɔ) x² − y² + 2y + z² = 2 =) x² 4x − y² — z² = −3 d) x² - 4x − y² — z² = −4…

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Q: 27. The opening under a bridge is in the shape of a semielliptical arch and has a span of 120 feet.…

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Q: Explain why cannot be a) What are hypersurfaces? ace higher-order hypersurface drawn. How will you…

A: In geometry, a hypersurface is a generalization of the concepts of hyperplane, plane curve, and…

Q: Central conics with center at the origin and vertices on the coordinate axes. А. yy' — хуу" + у? — 0…

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Q: Lilli is about to have her 3-D printer print a tetrahedron. She can choose to have it constructed…

A: Explained below

Q: A satellite dish is shaped like a paraboloid of revolution. The signals that emanate from a…

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Q: Introduction outline for hyperbola.

A: We have to find the introduction outline for hyperbola.

Q: 2. The cross-section of an irrigation canal is an isosceles trapezoid of which three sides are 8 ft.…

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Q: A bridge is supported by a parabolic suspension cable hung in two cement posts 150 meters apart and…

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Q: 5. Figure below shows triangle AOC inscribed in the region cut from the parabola y=x by the line…

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Q: dentify the graph _____ A. hyperboloid of one sheet parallel to x-axis B. hyperboloid of 2 sheets…

A: answer is in next step. please give a like !!

Q: Point L is a centroid of the triangle FWD. If RL = 54 cm, what is RD?  Show your work.

A: Given L is centroid of triangle FWDand RL=54cm

Q: Find an equation of the sphere whose endpoints of a diameter are (−2, 0, 5) and (−1, 2, 3). Show all…

A: Here we have to obtain an equation of the sphere whose endpoints of a diameter are (−2, 0, 5) and…

Q: Using the property of Re z and Im z to show that the hyperbola x2 - y2 1 can be written as: z? +…

A: See the attachment

Q: Write the equation for a sphere centered at the point ( 10, 10, – 8) and has the point (9, 1, 6).

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Q: equation of the sphere with the given characteristics. Center: (-1, -7, 2) Radius: 3

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Q: A bridge is built in the shape of semielliptical arch. It has a span of 112 feet. The height of the…

A: Let the equation of the ellipse is x2a2+y2b2=1 Here, span of arc is 112 feet ⇒2a=112 ⇒a=56…

Q: What is a cylinder? Give examples of equations that define cylinders in Cartesian coordinates.

A: Explanation: A cylinder is a surface which has straight parallel sides and two round shapes…

Q: A figure is located at (0, 0), (−3, −4), and (−3, 0) on a coordinate plane. What kind of 3-D shape…

A: SolutionA figure is located at (0,0), (-3,-4), (-3,0) of co-ordinate frame is.

Q: What is a cylinder? Give examples of equations that define cylin-ders in Cartesian coordinates

A: Definition of cylinder:A closed solid that has two parallel bases connected by a curved surface is…