This is true for any parallel cross section of a prism. Prism classifications. We typically name a prism based on the shape of its polygonal bases. The figure below shows some examples of prisms. From left to right, a square prism, rectangular prism, and triangular prism are shown: Right prisms and oblique prisms. Every cross-section of a prism parallel to its base has the same area. A right rectangular prism and an oblique rectangular prism. The oblique prism has the same dimensions, but it leans to the right at the top. Both of the figures are cut into congruent cross sections.
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Square. Rectangular. Pentagonal. Hexagonal. Octagonal. Any cross-section taken parallel to the base in a prism is always the same shape and size as the base. In other words, we say that a prism has a uniform cross-section. Recall that pyramids have triangular sides, and the shape of the base gives the prism its name. Pyramids.. Cross Sections. A cross section is the shape we get when cutting straight through an object. The cross section of this object is a triangle.. Pentagonal Prism: Cross-Section: Polyhedron Cuboids / Rectangular Prisms Platonic Solids Cylinder Cone Sphere Torus.
