Question 31
We cut out several circles of paper (not necessarily the same) and spread them on a table so that there are some overlapping (with a common interior part), but in such a way that there is no circle inside another.
Prove that it is impossible to assemble the pieces that result from cutting out the non-overlapping parts and composing disjoint circles with them.
Prove that it is impossible to assemble the pieces that result from cutting out the non-overlapping parts and composing disjoint circles with them.