QOD #33
Since everyone is exhausted, including me, this morning after OD night, here's a relatively simple QOD:
If you have a cube of cheese, how can you slice it so that one face of each slice is a regular hexagon.
If you have a tetrahedron of cheese, how can you slice it so that one face of each slice is square.
And finally, and most realistically, if you have hollow doughnut, how can you slice it so that one face of each slice is made of intersecting circles.
Solution and comments
