A Sixth Grade team decided to build a 3-dimensional model to show all the possible squares that can be created from dots in a 5 x 5 grid (the How Many Squares? problem posted January 15).
After counting the 50 possible squares, the team correctly calculated the area of each square. For all of the tilted squares, the calculations are not trivial!
The Le Havre to New York problem also led to many creative submissions.
Another 7th Grade team produced an essay, then added a wordless 18-second animation to show why the answer needs to be 15.
This is the picture of mathematical elegance. Again, brilliant!
It is an honor to work with such insightful, thoughtful students. I wish we could show you all the amazing work being produced in this season!




