Trihedron
noun
A shape with three planes or flat surfaces, having different angles towards each other.
A tetrahedron is a type of solid figure where every face is a triangle, but a trihedron is a solid with just three faces.

Often appears as...
- triangular trihedron
- irregular trihedron
Usage tips
Technical
noun
A shape with three planes or flat surfaces, having different angles towards each other.
A tetrahedron is a type of solid figure where every face is a triangle, but a trihedron is a solid with just three faces.

Often appears as...
- triangular trihedron
- irregular trihedron
Usage tips
Technical
Definition 1 of 1

Geometry Term
Trihedron is commonly used in geometry and technical fields to describe a three-faced shape.

In my geometry class, we learned how to calculate the angles of a trihedron.
Not Polyhedron
A trihedron has only three surfaces, unlike a polyhedron which has many.

A cube is not a trihedron; it's a polyhedron because it has six faces.
3D Understanding
Understanding 'trihedron' requires visualization of three-dimensional space, as it's a 3D shape.

Visualize a corner of a box; it's a trihedron where the faces meet.
Geometry Term
Trihedron is commonly used in geometry and technical fields to describe a three-faced shape.

In my geometry class, we learned how to calculate the angles of a trihedron.
Not Polyhedron
A trihedron has only three surfaces, unlike a polyhedron which has many.

A cube is not a trihedron; it's a polyhedron because it has six faces.
3D Understanding
Understanding 'trihedron' requires visualization of three-dimensional space, as it's a 3D shape.

Visualize a corner of a box; it's a trihedron where the faces meet.
Geometry Term
Trihedron is commonly used in geometry and technical fields to describe a three-faced shape.

In my geometry class, we learned how to calculate the angles of a trihedron.
Not Polyhedron
A trihedron has only three surfaces, unlike a polyhedron which has many.

A cube is not a trihedron; it's a polyhedron because it has six faces.
3D Understanding
Understanding 'trihedron' requires visualization of three-dimensional space, as it's a 3D shape.

Visualize a corner of a box; it's a trihedron where the faces meet.
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