Display Title
Video Definition 13--3D Geometry--Horizontal Cross-Section of a Cube
Display Title
Horizontal Cross-Section of a Cube
Topic
3D Geometry
Definition
A horizontal cross-section of a cube is the intersection of the cube with a horizontal plane, resulting in a square.
Description
Horizontal cross-sections of a cube are useful for understanding the internal structure of three-dimensional shapes. By slicing a cube horizontally, a square is obtained, which helps visualize the relationship between 2D and 3D geometry. This concept is widely used in engineering and architecture to analyze the internal features of structures. In math education, studying cross-sections helps students understand how different planes intersect with solids, enhancing their spatial reasoning skills. For example, a horizontal cross-section of a cube at its midpoint results in a square that is the same size as the cube's base.
For a complete collection of terms related to 3D Geometry click on this link: 3D Geometry Video Collection.
| Common Core Standards | CCSS.MATH.CONTENT.5.MD.C.3, CCSS.MATH.CONTENT.7.G.A.3 |
|---|---|
| Duration | 1 minutes |
| Grade Range | 4 - 6 |
| Curriculum Nodes |
Geometry • 3D Geometry • 3-Dimensional Figures |
| Copyright Year | 2024 |
| Keywords | three-dimensional geometry, 3d Geometry, defnitions, glossary term |
