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What shapes go in the category of irregular polyhedra?

Updated: 8/20/2019
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A polyhedron is a plane shape, enclosing a single space, which is bounded by straight lines.

If ALL angles and ALL sides are equal, then it is a regular polyhedron. All other polyhedra are irregular.

Note that if any of the sides is not straight then the shape is not a polyhedron at all, and so cannot be an irregular polyhedron.

A polyhedron is a plane shape, enclosing a single space, which is bounded by straight lines.

If ALL angles and ALL sides are equal, then it is a regular polyhedron. All other polyhedra are irregular.

Note that if any of the sides is not straight then the shape is not a polyhedron at all, and so cannot be an irregular polyhedron.

A polyhedron is a plane shape, enclosing a single space, which is bounded by straight lines.

If ALL angles and ALL sides are equal, then it is a regular polyhedron. All other polyhedra are irregular.

Note that if any of the sides is not straight then the shape is not a polyhedron at all, and so cannot be an irregular polyhedron.

A polyhedron is a plane shape, enclosing a single space, which is bounded by straight lines.

If ALL angles and ALL sides are equal, then it is a regular polyhedron. All other polyhedra are irregular.

Note that if any of the sides is not straight then the shape is not a polyhedron at all, and so cannot be an irregular polyhedron.

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Wiki User

11y ago

A polyhedron is a plane shape, enclosing a single space, which is bounded by straight lines.

If ALL angles and ALL sides are equal, then it is a regular polyhedron. All other polyhedra are irregular.

Note that if any of the sides is not straight then the shape is not a polyhedron at all, and so cannot be an irregular polyhedron.

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Q: What shapes go in the category of irregular polyhedra?
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