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There is no equation - the answer is explicit in the name.

A pentagonal prism has pentagonal bases. A pentagon has 5 sides. It could not be simpler!

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Related Questions

What shape is the base of an pentagonal prism?

The base of a pentagonal prism is a pentagon. Just like a square pyramid has a square for a base, a pentagonal prism has a pentagon for a base.


What is the base number of a pentagonal prism?

Five.Five.Five.Five.


What method can you use to find the number of edges in a pentagonal prism?

A prism with an n-sided base will have 2n vertices, n + 2 faces, and 3n edges. A pentagonal prism has 15 edges.


How many sides on a pentagonal prism including the base?

The pentagonal prism has seven sides including the bases


What is a hexagonal prism's base called?

A hexagonal prism's base is called a hexagonal base. The names of prisms are given according to the shape of their bases. A hexagonal prism has a base that is shaped like a hexagon. Similarly, a pentagonal prism has a pentagonal base.


What is a 3d shape with pentagon face and rectanglular base?

A 3D shape with a pentagonal face and a rectangular base is known as a pentagonal prism. This prism consists of two parallel pentagonal faces connected by five rectangular lateral faces. The rectangular base can be one of the faces of the prism, depending on its orientation, but typically, a pentagonal prism is defined by its two pentagonal bases and rectangular sides.


What is the name of the base of an pentagonal prism?

10


What is the name of the pentagonal prism base?

A Pentagon.


What is the volume for a pentagonal prism?

Area of Base x Height


How many vertices per base does a pentagonal prism have?

5


How many faces does a pentagonal prism have that are perpendicular to the base?

5


How many diagonals per vertex does a pentagonal prism have?

The number of diagonals per vertices can be found by taking n(number of sides) minus 3, or n-3. Thus a pentagonal prism will have 5 sides per base, making the formula 5-3=2. There are 2 diagonals per vertex in a pentagonal prism. Source: My math teacher