Representing Three-Dimensional Figures Using $$ \mathbf{N} $$ 1. What is a net? Describe it in your own words.

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A net is a flat layout of all the faces of a three-dimensional figure, like a blueprint for folding into the original shape. A net is a two-dimensional representation of a three-dimensional figure that shows all the faces of the figure laid out flat. It can be thought of as a blueprint or a template that, when folded along the edges, can be transformed into the original three-dimensional shape. Each face of the figure is represented in the net, and the arrangement of these faces is crucial for ensuring that they can be folded correctly to form the solid. For example, the net of a cube consists of six square faces arranged in a way that allows them to be folded into the cube shape.

Representing Three-Dimensional Figures Using \( \mathbf{N} \) 1. What is a net? Describe it in your own words.

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Representing Three-Dimensional Figures Using \( \mathbf{N} \) 1. What is a net? Describe it in your own words.

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