Shearer Action 5!
- Author:
- Tim Brzezinski
- Topic:
- Circle
Creation of this resource was inspired by this problem created by Catriona Shearer.
You can move any of the LARGE POINTS anywhere you'd like AT ANY TIME.
How would you describe what you see here in your own words?
How can we formally prove this is always true (regardless of the positions of the LARGE POINTS)?