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A 3D cross is called a "cross polytope" or a "hypercube." In geometry, a cross polytope is a geometric shape that extends into three dimensions and is formed by connecting the vertices of a regular polygon in one dimension with the vertices of a regular polygon in another dimension. The term "hypercube" is often used to refer to a specific type of cross polytope, specifically a four-dimensional shape that extends the concept of a cube into higher dimensions.
What else can I help you with?
What is a 3d pyramid called?
a pyramid is 3d
What is a 3d cone called?
The cone IS a 3d figure.
What is a 3d oval called?
A 3d oval is called an ovoid. Egg would work as well
What are 6 sided 3d shapes called?
3d shapes with six faces are called hexahedra.
What 3d shape has the same cross section throughout their length?
Prism
What are those images called that pop out at you when your eyes cross and are computer based?
Stereoscopic or 3D images.
what is a 3D Romhus called?
what is a 3D rhombus called
What is a cross section in math?
The cross section, of a 3D object, is the 2D shape made when a 2D plane cuts across the 3D object. Often "cross section" refers to the shape made when the plane is at right angles to an axis of the 3D object but this need not be the case.
What is a 3D parallelogram called?
A 3d parallelogram is called a "Parallelepiped"
How many sides does a 3d cross have?
There are 14 faces.
What 3d shape has the cross section of and oval?
Egg
What is a 3d pyramid called?
a pyramid is 3d
What is a 3D can called?
A can. If it's not 3d, it's not a can.
What is a 3D trapezoid called?
Trapezoid is 3D. The shadow of this shape is called Trapezium.
What is a 3d cone called?
The cone IS a 3d figure.
What is a 3d parallelogram?
A 3d parallelogram is called a "Parallelepiped"
What is a term for a shape produced by cutting through a 3D object?
Ah, what a lovely question. When you cut through a 3D object, you create a new shape called a cross-section. It's like peeking inside a beautiful box to discover a hidden treasure waiting to be revealed. Just imagine the possibilities that unfold when you explore the world of cross-sections!
