The number of sides a pyramid has depends on the shape of its polygonal base; for example, if the base of a pyramid is a square, it will have five sides, which are four triangular sides and one square side. A pyramid whose base is n sides has n+1 faces, n+1 vertex and 2n edges.
Know MoreThe different types of pyramids are named after the shape of their polygonal base. For example, a pyramid with an octagon shaped base will be an octagonal pyramid. When the shape of the base is not specified, it is typically assumed to be a square. A pyramid with a triangular base is generally referred to as a tetrahedron.
A pyramid whose apex is located directly above the center of the base are known as right pyramids, while the opposite is called an oblique pyramid. If the base of the pyramid is not a regular polygon, it's called an irregular pyramid; otherwise it's a regular pyramid.
The volume of all pyramids is given by (b*h)/3, where b is the base area and h is the height from the center of the base to the apex. The total surface area of any pyramid is the total sum of the surface areas of each face. Aside from the base, all the faces of a pyramid are triangles. If it is a regular pyramid, all the triangles are isosceles and congruent.
Learn more about ShapesA pentagon is a two-dimensional geometric figure that has five sides. A regular pentagon is one where all five sides are the exact same length and the internal angles are all 108 degrees.
Full Answer >A rectangular pyramid is a pyramid that has a rectangle as the base and the rest of the faces are composed of triangles. A pyramid is named based on the shape of the base of the pyramid.
Full Answer >Pyramids are three-dimensional tetrahedrons with a base, which can be rectangular or triangular, and corresponding sides comprised of triangles that meet at a single apex. Thus, because there are multiple kinds of pyramids, there are multiple pyramid-shaped or pyramid-like objects in and around the household.
Full Answer >The surface area of a right square pyramid is determined by adding the square of the length of the base to four times the quotient of the base length times the height divided by two. The formula is written as SA=b^2 + 4(bh/2) where SA is the surface area, b is the base length of the square and h is the height of the pyramid to the apex.
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