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2, 4 or 6 squares and 4, 2 or 0 rectangles.

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∙ 14y ago
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Related Questions

How many rectangles will the net for a triangular prism contain?

=it has three=


How many rectangles does the net for a rectangular prism contain?

6


What net has three triangles and one square?

A net of a triangular-based prism.


How many sections would a net of a triangular prism contain?

5


What is a net for a prism?

a rectangular prism has one net


What is a net for a rectangular prism?

a rectangular prism has one net


What kind of polygon is included in both a net of a triangular prism and a net of a rectangular prism?

trinangleular prism


What do you do with the net of a triangular prism?

you fold into into a triangular prism


Is a prism and its net are congruent figures?

Yes, a prism and its net are congruent figures in the sense that the net represents a two-dimensional layout of the prism's faces, and when folded, it will form the three-dimensional shape of the prism. The net includes all the faces of the prism, maintaining the same dimensions and areas. Therefore, while they exist in different dimensions (2D for the net and 3D for the prism), they are congruent in terms of their geometric properties.


What is the difference between a triangular prism and a square prism?

A Square prism has a square base a triangular has a trianguler base


Is there a square prism?

technically a square prism would be a cube, so i guess not. Ignore that answer. There IS a square prism. A cube has all of its faces congruent and squares. A square prism can have 2 square bases and 4 rectangular lateral faces making it a square prism. Think of it as a rectangular prism right? Well replace the rectangle bases with squares and you have a square prism!


Name the space figure formed by folding each net?

The space figure formed by folding a net depends on the specific design of the net. Common examples include a cube from a square net, a rectangular prism from a rectangular net, or a triangular prism from a triangular net. Each net is a two-dimensional representation that, when folded, creates a corresponding three-dimensional shape. To identify the space figure, one must consider the arrangement and shape of the faces in the net.