1
Question
What are convex polyhedrons?
What are convex polyhedrons?
Open in App
Solution
Define the convex polyhedrons.
A convex polyhedron can be defined as a polyhedron for which a line connecting any two non-coplanar points on the surface always lies in the interior of the polyhedron.
A convex polyhedron is also known as platonic solids or convex polygons. The properties of this shape are:
- All the faces of a convex polyhedron are regular and congruent.
- Convex polyhedrons are 3D shapes with polygonal faces that are similar in form, height, angles, and edges.
- In a convex polyhedron, all the interior angles are less than 180º
Examples of convex polyhedron are:
Define the convex polyhedrons.
A convex polyhedron can be defined as a polyhedron for which a line connecting any two non-coplanar points on the surface always lies in the interior of the polyhedron.
A convex polyhedron is also known as platonic solids or convex polygons. The properties of this shape are:
- All the faces of a convex polyhedron are regular and congruent.
- Convex polyhedrons are 3D shapes with polygonal faces that are similar in form, height, angles, and edges.
- In a convex polyhedron, all the interior angles are less than 180º
Examples of convex polyhedron are:
Suggest Corrections
7
Similar questions
