Ignoring rotations, there are 3 distinct solutions.
There are only four different configurations.
Four.
Three.
4
4
There are only four different configurations.
Four.
Three.
The answer depends on the number. Note that the question does not require the solids to be in the form of cubiods (rectangular prisms).
Just one, although the orientation of the prism might vary.
6 i think
2 cubes = 4 prisms
4
13
4
You can have the 18 as prisms, OR.. they can be cut up into an infinite number of different prisms, as many as your tools for cutting it can make.
There are 4 of them.