The Challenge: Make a chair fractal (That link will take you to the originators blog post about it. Seriously, go. It’s GREAT.)
Materials Needed: paper, pencil
Math concepts you could explore with this challenge: fractals, geometry, symmetry
Step one. Dig in to the base grid of a chair fractal.
Step two. Decide on a way to embellish each L shaped fractal piece.
Depending on how you use this activity, you may engage with different mathematical standards. I’ve listed possible connected math content above. Here are a few suggestions for how you might integrate the 8 mathematical practices. Feel free to add your own suggestions in the comments!
1.) Make sense of problems and persevere in solving them. Is there a guaranteed rule for how you could make this using a rectangular grid? Why or why not?
2.) Reason abstractly and quantitatively. What fraction of the pieces are rotated in which direction?