Category:Solid Geometry
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This category contains results about Solid Geometry.
Definitions specific to this category can be found in Definitions/Solid Geometry.
Solid geometry is the study of geometric figures in three dimensions.
As such it is a misnomer, because the figures themselves under study are strictly speaking the surfaces of such figures.
Subcategories
This category has the following 59 subcategories, out of 59 total.
A
- Anticlastic Surfaces (empty)
- Antipodal Points (empty)
- Axes of Revolution (empty)
B
C
- Cavalieri's Principle (2 P)
- Coaxial (empty)
- Cylindrical Coordinates (2 P)
D
- Direction Angles (empty)
- Direction Ratios (empty)
- Doubling the Cube (12 P)
E
- Examples of Surfaces (6 P)
F
- Faces of Solid Figures (empty)
- Fedorov Groups (2 P)
- Frustums (3 P)
G
- Generatrices (empty)
N
- Normal Sections (empty)
- Normals to Surfaces (empty)
P
- Plateau Problem (empty)
R
- Right-Hand Rule (empty)
S
- Skew Lines (1 P)
- Slant Height (empty)
- Space Shears (1 P)
T
- Three-Dimensional Figures (empty)
- Tori (empty)
U
- Unit Cubes (empty)
V
Pages in category "Solid Geometry"
The following 18 pages are in this category, out of 18 total.