Problem of the Week

*for Wednesday, December 15*

Starting at one corner of a 1 x 2 x 2 block and ending at the opposite corner,

you make a path on the surface of the block traveling along the edges.

The shortest paths have a length of 5.

How many such paths are there?

Daniel G and Jeremy M figured it out!

Click below to see!

email answers to rmann@saintannsny.org