When the pentagon faces of a pentagonal prism are congruent and parallel, as well as the rectangular faces are perpendicular on the pentagon faces, it is referred to as a proper pentagonal prism.
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The system for calculating the amount of a pentagonal prism isn't any distinct from an identical expression for another prism or cylinder. The volume of the determine is equivalent for the products of its height and the realm of the base:
An octagonal prism is A 3-dimensional solid. It has two opposite and parallel octagon bases and 8 rectangular faces.
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