hasarafazoid
No, a polygon is a 2-dimensional object.
Octagonal prism
a triangular pyramid
Any two-dimensional, closed figure that is not made up entirely of line segments is not a polygon. Examples would include:circleclosed semi-circleellipse
i dont know but i do know i love bunnies
A 1 dimensional shape is a line.
A pyramid is a non-specific term used to describe a 3-dimensional shape consisting of a polygonal base with n sides, and n triangular faces which meet at an apex above the base. A pyramid with an n-sided polygon has n+1 vertices.
The perimeter of a polygon is the distance around the outside of the polygon. A polygon is 2-dimensional; however, perimeter is 1-dimensional and is measured in linear units.To find the perimeter of a polygon, take the sum of the length of each side.
All pyramids are three-dimensional shapes. The number of vertices depends upon the shape of its based, which doesn't have to be a square or rectangle. The number of vertices is equal to n+1 , where n is the number of sides in the base polygon.
A pyramid is a generic mathematical term which is used to describe a 3-dimensional shape which consists of an n-sided polygonal base and n triangular faces meeting at an apex. If the pyramid has an n-sided polygon as base, then it has 2n edges and n+1 vertices (and n+1 faces).
In geometry a pyramid is a generic term describing a shape that consists of a base that is a n-sided polygon, and n triangular faces attached to each of the polygon's sides which meet at an apex above the base. A pyramid with an n-sided polygon as base has n+1 faces, n+1 vertices and 2n edges.
There are 4 visible faces, 5 vertices, and 8 edges. But considering you can see the bottom of the pyramid, there would then be 5 visible faces, 5 vertices, and 8 edges. * * * * * That is an incomplete answer. A pyramid need not have a quadrilateral base. "Pyramid" is a generic term for a 3-dimensional shape with a base which is an n-sided polygon and n triangular faces that meet at an apex. A pyramid with a n-polygon base has n + 1 faces, n + 1 vertices and 2n edges.