Cut a square into 4 rectangles by 2 orthogonal cuts. Rearrange the rectangles into a new shape with all 4 meeting at a vertex. Consider the bounding box around the new shape. Over all cuts and rearrangements, which has the largest bounding box?
Repeat with a cube. Repeat with only the subset of arrangements possible for a 2x2 mirror cube.
No comments :
Post a Comment