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Question
15.1.1 study: what is a polyhedron? mathematics ii
name: maya morales
date:
use the questions below to keep track of key concepts from this lessons study activity.
- practice: organizing information
fill in the blanks in the list to define polyhedron.
polyhedron
- a ____ - dimensional solid
- bounded by polygons, called ____
- encloses a single region of ____
- practice: making mental images and organizing information
complete the chart.
| polygon part | what is it? |
|---|---|
| ____ | a line segment |
| ____ | a polygon |
- practice: using visual cues
label one vertex, one edge, and one face on this cube.
- practice: making mental images
how are oblique and right polyhedrons different?
Brief Explanations
- A polyhedron is a three - dimensional solid. The polygons that bound it are called faces, and it encloses a single region of space.
- The parts of a polygon corresponding to a point is a vertex, to a line segment is an edge, and to a polygon is a face.
- For the cube, a vertex is a corner point, an edge is a line - segment where two faces meet, and a face is a flat polygon surface.
- In a right polyhedron, the lateral edges are perpendicular to the bases. In an oblique polyhedron, the lateral edges are not perpendicular to the bases.
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- three; faces; space
- vertex; edge; face
- (Labeling cannot be done in text form, but conceptually: Vertex is a corner point, edge is a line - segment between faces, face is a flat surface)
- In right polyhedra, lateral edges are perpendicular to bases. In oblique polyhedra, lateral edges are not perpendicular to bases.