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How can we represent three-dimensional figures in only two dimensions? . In this lesson you will learn how to represent three-dimensional figures with nets by analyzing their faces and bases. One-Dimensional. Two-Dimensional. ray. rectangle. line segment. all polygons. triangle.
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How can we represent three-dimensional figures in only two dimensions?
In this lesson you will learn how to represent three-dimensional figures with nets by analyzing their faces and bases.
One-Dimensional Two-Dimensional ray rectangle line segment all polygons triangle line
A three-dimensional figure has a length, a width, and a height.
A net is a two-dimensional pattern of a three-dimensional figure, that can be folded to form the figure.
Identify the net that we could fold in order to create this 3D figure.
2 triangle bases, 3 rectangle faces Match the 3D figure to the right with its appropriate net, below. A B C 2 triangle bases, 4 rectangle faces 4 triangle faces, 1 rectangle base 2 triangle bases, 3 rectangle faces
Match the 3D figure to the right with its appropriate net. C A B
In this lesson you have learned how to represent three-dimensional figures with nets, by analyzing their faces and bases.
Draw a net for this rectangular prism. • Faces? • 6 faces • 4 rectangles • 2 squares
Kennedy’s teacher asked her to draw the net of a rectangular prism. She drew the image, below. Explain to Kennedy what she did incorrectly.
A dodecahedron is a 3D solid with 12 flat faces. Can you draw the net for this dodecahedron?
Draw a net for a cube. Draw a net for this square pyramid.