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14y ago

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Related Questions

What has 4 faces on 3 dimensional object?

a tetrahedron (aka three dimensional triangle)


Where do faces of a three dimensional object meet?

The faces of a three-dimensional object meet at edges. An edge is the line segment where two faces intersect, forming a boundary between them. In a polyhedron, for example, these edges connect the vertices of the object, defining its shape and structure.


What three dimensional object has 6 faces and 12 edges?

A cube.


How do you use three-dimensional in a sentence?

A tetrahedron is a three-dimensional object having four faces.


Is a three-dimensional object with six congruent faces and eight vertices?

cube


How many faces does a two dimensional cube have?

A cube is specifically a three-dimensional object in geometry and therefore cannot be two-dimensional.


How many faces does sphere?

A sphere is a round object. It has no sides. The object is 3-D. (Three Dimensional)


Does a triangle have three faces?

No, a triangle does not have three faces; it is a two-dimensional shape with three sides and three angles. In three-dimensional geometry, the term "face" refers to the flat surfaces of a solid object, such as a tetrahedron, which has four triangular faces. A triangle itself exists only in a plane and does not have any volume or faces like a three-dimensional shape.


How many faces do a rectangle have?

One - a rectangle is a flat shape - not a three dimensional object !


Why are the flat surfaces on rectangular prisms called faces?

The flat surface of any three dimensional object is called a face; a prism is a three dimensional object.A tetrahedron has 4 faces, a cube has 6 faces, an octahedron has 8 faces, etc.


What is the difference between a Cube and Cuboid?

A cube is a three dimensional object with all faces squares. A cuboid is a three dimensional object with 4, or all 6, faces rectangles (and not square).


What is the sum of areas of the faces or curved surface of the three dimensional object?

It is the total surface area.