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A pentahedron. Two examples of which are a quadrilateral based pyramid or a triangular prism.
A pentahedron. Two examples of which are a quadrilateral based pyramid or a triangular prism.
A pentahedron. Two examples of which are a quadrilateral based pyramid or a triangular prism.
A pentahedron. Two examples of which are a quadrilateral based pyramid or a triangular prism.
Wiki User
∙ 11y ago
Wiki User
∙ 11y agoA pentahedron. Two examples of which are a quadrilateral based pyramid or a triangular prism.
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What regular solid space figures have only 5 faces?
The Pyramid
What solid has 5 vertices and 5 faces?
a pyramid
What solid that only has square faces?
Cube
Witch solid figure has five faces?
A square or rectanglular pyramid are the only solid figures that have exactly five faces.
What is A solid that has 5 faces and 8 edges?
a rectangular pyramid rectangular base and 4 triangular sides = 5 faces
What regular solid space figures have only 5 faces?
The Pyramid
What solid has 5 faces?
7goiuohk
What solid has 5 vertices and 5 faces?
a pyramid
What solid has 5 faces and 5 vertices?
A rectangular pyramid (four-sided base) has 5 faces and 5 vertices.
What solid shape has 4 less faces than a cube?
Since a cube has 6 faces, you would be looking for a solid shape with only 2 faces and no such solid exists.
Which solid only has four faces?
A tetrahedron.
What solid that only has square faces?
Cube
Witch solid figure has five faces?
A square or rectanglular pyramid are the only solid figures that have exactly five faces.
What solid figure only has two faces?
A cone
What is A solid that has 5 faces and 8 edges?
a rectangular pyramid rectangular base and 4 triangular sides = 5 faces
What shape am i am a solid with 5 faces 8edges and 5 vertices?
You are a square based pyramid that has 5 faces, 8 edges and 5 vertices.
What is a figure with 5 faces 8 edges 4 corners?
Triangular pyramid. Only 4 faced solid.* * * * *True, it is the only 4 faced solid but the question is about a five faced solid, anyway!However, there is no simply connected solid with the above numbers becasue they do not satisfy the Euler characteristic. This requires that Faces + Vertices (corners) = Edges + 2
