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A solid with 12 edges of equal length is called a regular dodecahedron. It is one of the five Platonic solids and consists of 12 regular pentagonal faces, with three meeting at each vertex. The dodecahedron is known for its symmetrical properties and is often studied in geometry and mathematics.
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Name a solid with no edge?
A sphere is a solid with no edges.
Name a a solid with 6 edges?
A pyramid.
Name a solid with 8 edges?
Square pyramid
What are the charcteristics of an triangle?
A triangle, as its name suggests, has 3 corners. No more, no less. A triangle itself is 2-D, meaning it is flat. A pyramid would be 3-D. It also has 3 edges. Triangles can be of different types: equilateral - all sides of equal length isoceles - exactly two sides of equal length and the other of a different length scalene - no sides of equal length.
What if the name of a corner on a solid where three or more edges meet?
a vertex
Name of a solid with two edges?
solid with 2 edges is a cylinder
Name a solid with no edge?
A sphere is a solid with no edges.
Name a a solid with 6 edges?
A pyramid.
What is the name of a solid that has no edges or vertices?
sphere
Name a solid with 8 edges?
Square pyramid
What are the charcteristics of an triangle?
A triangle, as its name suggests, has 3 corners. No more, no less. A triangle itself is 2-D, meaning it is flat. A pyramid would be 3-D. It also has 3 edges. Triangles can be of different types: equilateral - all sides of equal length isoceles - exactly two sides of equal length and the other of a different length scalene - no sides of equal length.
What is the name of a corner on a solid where two or more edges meet?
A vertex.
What is the name of the place on a solid where three or more edges meet?
That is a vertex.
What is the name of the place on a solid were three or more edges meet?
A corner
What is the name of the corner on a solid where three or more edges meet?
vertex
What is the name of a corneron a solid were 3 or more edges meet?
vertex
What is the name of a corner of a solid where 3 or more edges meets?
vertex
