Difference between revisions of "Net Command"
From GeoGebra Manual
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;Net[ <Polyhedron> , <Number> ]:Creates the net of a convex polyhedron, on the plane containing the face used for its construction. The number is used to define the progress of the unfolding procedure, and needs to be between 0 and 1. The net is totally unfold when the given number is 1. | ;Net[ <Polyhedron> , <Number> ]:Creates the net of a convex polyhedron, on the plane containing the face used for its construction. The number is used to define the progress of the unfolding procedure, and needs to be between 0 and 1. The net is totally unfold when the given number is 1. | ||
:{{Note|1=The net of a cube is displayed as Latin cross.}} | :{{Note|1=The net of a cube is displayed as Latin cross.}} |
Revision as of 11:10, 29 July 2015
- Net[ <Polyhedron> , <Number> ]
- Creates the net of a convex polyhedron, on the plane containing the face used for its construction. The number is used to define the progress of the unfolding procedure, and needs to be between 0 and 1. The net is totally unfold when the given number is 1.
- Note: The net of a cube is displayed as Latin cross.
- Net[ <Polyhedron>, <Number>, <Face>, <Edge>, <Edge>, ... ]
- Applicable only to cubes (for the moment), allows you to create different nets of a cube, by specifying the face and edges that need to be cut to create the net.
- Note: To explore the different configurations of the net of a cube, see this example file on GeoGebra.