Chapter 13.2, Problem 24P

1. Make three different nets that could be cut out, folded, and taped to make a closed 1-in.-by-1-in.-by-1-in. cube. To be nets, each square should be joined to another square along a whole edge of the square, not just at a vertex. For two patterns to be considered different, you should not be able to match the patterns up when they are cut out. Download 8 has 1-in. graph paper you can use.
2. How many different nets for a closed cube as described in part (a) are there? Find all such patterns