Test Your Spatial Visualization Abilities

	dodecahedron
show solution
new net

Part

:Part 1 of {} does not exist.

Set

:The expression {}〚1〛 cannot be used as a part specification.

Part

:Part 1 of {} does not exist.

Part

:The expression {}〚1,1〛 cannot be used as a part specification.

ReplacePart

:Position specification {}〚1,1〛 in ReplacePart[{},2〚{}〚1,1〛〛,{}〚1,1〛] is not a machine-sized integer or a list of machine-sized integers.

Part

:The expression {}〚1,1〛 cannot be used as a part specification.

Part

:The expression 2〚{}〚1,1〛,1〛 cannot be used as a part specification.

General

:Further output of Part::pkspec1 will be suppressed during this calculation.

ReplacePart

:Position specification {}〚1,1〛 in ReplacePart[{},{{0.,0.},{0.+DistanceHI[{1.,0.666667,0.6,0.933333,0.0666667}〚2〚Part[3],1〛〛,{1.,0.666667,

0.6,0.933333,0.0666667}〚2〚Part[3],2〛〛],0.},{0.,0.}},{}〚1,1〛] is not a machine-sized integer or a list of machine-sized integers.

ReplacePart

:Position specification Line[{}〚1,1〛] in ReplacePart[Line[{}],Line[{{0.,0.},{0.+DistanceHI[{5}〚Part[3]〛,{5}〚Part[3]〛],0.},{0.,

0.}}],Line[{}〚1,1〛]] is not a machine-sized integer or a list of machine-sized integers.

General

:Further output of ReplacePart::psl will be suppressed during this calculation.

The faces of a polyhedron, given by a net, are labeled by positive integers. Find the neighboring faces of each face, that is, those sharing a common edge.