Copyright © University of Cambridge. All rights reserved.
'Tessellating Transformations' printed from https://nrich.maths.org/
We haven't heard from anyone who's tried this problem yet.
If you've thought about which of the tessellations in the problem
go on for ever, do let us know. Perhaps you've investigated how
they are made from the starting shape?
We would like to see some of the tessellations you produce - please
do send us your images and don't worry that your solution is not
"complete" - we'd like to hear about anything you have tried.
Teachers - you might like to send a summary of your children's
work.