Sentences with TRIHEDRON
Check out our example sentences below to help you understand the context.Sentences
1
"A trihedron is a solid figure bounded by three plane faces."
2
"The trihedron has three straight edges."
3
"The corners of the shape are formed at the vertices of the trihedron."
4
"A cube is an example of a trihedron."
5
"A tetrahedron is another example of a trihedron."
6
"In mathematics, a trihedron is a three-faced polyhedron."
7
"The trihedron can have different orientations in space."
8
"Each face of the trihedron is a polygon."
9
"The three faces of a trihedron share common edges."
10
"A right-angled trihedron has one right angle and two acute angles."
11
"The trihedron is a three-dimensional shape."
12
"A trihedron can be opened up to form three flat faces."
13
"The trihedron is an interesting geometric object."
14
"A prism is a type of trihedron with rectangular faces."
15
"The trihedron can have different sizes and proportions."
16
"A trihedron can have equal or unequal sides."
17
"The trihedron is an essential concept in geometry."
18
"A triangular pyramid is another name for a trihedron."
19
"Ancient Egyptians used the concept of the trihedron in their architecture."
20
"The trihedron can be found in nature in certain crystal formations."
1
"The trihedron is a three-dimensional coordinate system used in geometry."
2
"Each vertex of a trihedron is connected to the two adjacent vertices by an edge."
3
"The trihedron is often represented as three mutually perpendicular axes."
4
"In crystallography, a trihedron represents the symmetry of a crystal lattice."
5
"The trihedron is an important concept in the study of solid geometry."
6
"A perfectly balanced trihedron can be used as a reference frame in physics."
7
"The trihedron is widely used in computer graphics for 3D modelling and rendering."
8
"Understanding the orientation of a trihedron is crucial in vector calculus."
9
"The trihedron provides a framework for analyzing the angles and distances in space."
10
"To visualize a trihedron, one can imagine a right-angled corner formed by three plane surfaces."
