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What shape has 6 faces and 2 bases?

Updated: 4/28/2022
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11y ago

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A hexagonal prism

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Q: What shape has 6 faces and 2 bases?
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Related questions

Which shape has 2 sqare bases and 4 square faces?

A cube (6 square faces total).


What is the name of this shape I have 2 square bases and 4 square faces?

You are describing a cube. A cube has 6 square faces.


What shape has two hexagon faces and six rectangle faces?

A hexagonal prism has 2 hexagonal bases (which are faces) and 6 lateral rectanglur faces.


What shape has 2 congruent bases 5 faces 6 vertices and 9 edges?

A triangular prism.


What shape has 2 faces 9 edges and 6 vertices?

You can't have a 3-d shape with only 2 faces. A triangular prism has 9 edges and 6 vertices, but it has 5 faces.


What is a 3D shape with six faces 2 squares?

A 3-d shape with 6 equal faces is a cube. It has 6 squares as it's faces. A 3-d shape with 6 equal faces and only 2 squares is a rectangular prism. It has 2 squares and 4 other rectangles (squares are rectangles too) as it's faces.


How many bases does a rectangle prism has?

2 bases, 4 sides, 6 faces


Which geometric shape has 2 more vertices than faces?

A cube is a geometric shape which has 6 faces and 8 vertices ie .2 more vertices than faces


The object has 6 faces and All the faces on the object are congruent?

rectangular prism.It has 6 faces and 12 edges. The 2 bases are congruent to each other, and the remaining 4 faces are congruent to each other, but the bases are not necessarily congruent to the other faces.


How many bases and faces does a triangular pyramid have?

Bases and faces are the same, so a triangular prism will have 6 faces/bases.


What shape has 8 faces and 12 vertices 2 faces are different from the other 6 faces?

Hexagon based prism


What solid figure has triangular bases and rectangle faces?

Technically, the bases are also considered faces, however, seeing what you mean, you are looking for a triangular prism.5 faces (2 bases, 3 faces)6 vertices.9 edges.V - E + F = X,6 - 9 + 5 = 2, which confirms the Euler Characteristic.