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Can a prism be of any shape? - Answers

in 3d shapes, a prism must have two congruent bases, and all of the other sides must be made of congruent rectangles. (squares are rectangles.A2. A prism is a solid with two parallel ends, and of constant cross-section between them. And normally with 90deg between the base and a side.It may be of any number of sides, and as the number of sides gets large, the shape approaches that of a cylinder.This is one item of the set of prismatoids, others of which can ignore the 90deg constraint and so on.



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Can a prism be of any shape? - Answers

https://math.answers.com/math-and-arithmetic/Can_a_prism_be_of_any_shape

in 3d shapes, a prism must have two congruent bases, and all of the other sides must be made of congruent rectangles. (squares are rectangles.A2. A prism is a solid with two parallel ends, and of constant cross-section between them. And normally with 90deg between the base and a side.It may be of any number of sides, and as the number of sides gets large, the shape approaches that of a cylinder.This is one item of the set of prismatoids, others of which can ignore the 90deg constraint and so on.



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https://math.answers.com/math-and-arithmetic/Can_a_prism_be_of_any_shape

Can a prism be of any shape? - Answers

in 3d shapes, a prism must have two congruent bases, and all of the other sides must be made of congruent rectangles. (squares are rectangles.A2. A prism is a solid with two parallel ends, and of constant cross-section between them. And normally with 90deg between the base and a side.It may be of any number of sides, and as the number of sides gets large, the shape approaches that of a cylinder.This is one item of the set of prismatoids, others of which can ignore the 90deg constraint and so on.

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      in 3d shapes, a prism must have two congruent bases, and all of the other sides must be made of congruent rectangles. (squares are rectangles.A2. A prism is a solid with two parallel ends, and of constant cross-section between them. And normally with 90deg between the base and a side.It may be of any number of sides, and as the number of sides gets large, the shape approaches that of a cylinder.This is one item of the set of prismatoids, others of which can ignore the 90deg constraint and so on.

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