
Create four yes/no questions which uniquely classify
each pentomino.
Examples of such questions are:
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The idea is to create a set of questions where no pentomino has the same answers as another.
Example:
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Pentomino |
Line Symmetry | Open box | More than 2 solutions | Make the decamino together with another |
| F | no | yes | no | yes |
| I | yes | no | no | no |
| L | no | yes | yes | no |
| N | no | yes | yes | yes |
| P | no | no | yes | yes |
| T | yes | yes | no | no |
| U | yes | no | yes | yes |
| V | yes | no | no | yes |
| W | yes | yes | yes | no |
| X | yes | yes | no | yes |
| Y | no | yes | no | no |
| Z | no | yes | yes | no |
So these four questions do not work. The set of
answers for Z are the same as we had for L
Can you think of four questions which will work?