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Q: What is the cross section of a paraboloid?
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What shape is a geometric solid that has two surfaces one is formed as a circle and the other is curved?

A cross section of an ellipsoid or sphere. A cone. A [right] truncated paraboloid (like the reflector of a car headlight). There are several others.


Which shape has no vertices and two faces?

A hyperboloid.A sphere, ellipsoid, toroid or paraboloid intersected by a plane.There are probably others.A hyperboloid.A sphere, ellipsoid, toroid or paraboloid intersected by a plane.There are probably others.A hyperboloid.A sphere, ellipsoid, toroid or paraboloid intersected by a plane.There are probably others.A hyperboloid.A sphere, ellipsoid, toroid or paraboloid intersected by a plane.There are probably others.


What has a circular cross section when the cross section is taken parallel?

A cylinder has a circular cross section that is parallel to its base.


You have 2 flat faces and 1 curved face and 2 curved edges what are you?

Ah, what a delightful little shape we have here! It sounds like you're describing a cylinder, my friend. With its two flat faces, one curved face, and two curved edges, it's a lovely shape to paint happy little trees on. Just remember, there are no mistakes, only happy accidents.


Can the cross section of a cuboid be a trapezium?

Not a right cross-section.


What 3d shape has one curved?

A sphere, a cone, a section of a sphere or ellipsoid, a torus (doughnut) sliced by a plane perpendicular to its axis, a paraboloid. These are some examples.


What is bluntly rounded?

A paraboloid.


What is the function of the cross section of a root and a stem?

cross-section of a root


Is it possible to create a square cross section?

Yes a prism can have a square cross-section


Can a cube have an octagonal cross section?

No, a cube cannot have an octagonal cross-section.


What Is a cross section of a rectangular prism?

The cross section can be a triangle, rectangle or a hexagon.


What type of cross section is preferred for a crane hook?

trapezoidal cross section