- Group norms
- Launch
- Misconceptions
- Generalisations
- Connections
- Add on
- Repeat
- Revoice
- Turn and talk
- Wait time
- Agree disagree
The natural state of a mathematician is to be stuck - persistence is the key.
Children need the chance to explore and solve problems their own ways. All students will benefit if asked to solve a problem they've never seen before.
How to change status? Change your pairs/groups daily or weekly. This will avoid someone being locked in with the same person all the time and ending up thinking, this is the way things need to be.
Problem solving group-worthy tasks are really great with the development of concepts (see the chart that has all of the Big Ideas). To learn central concepts Ss need to interact, discuss, clarify, justify about big concepts.
How can you make mathematical connections to your students' home cultures?
- flags are presented in welcome assemblies
- different flag on the flagpole each day
- parents are invited in to speak
- wellbeing survey - team building on sharing of culture
How can I build on this in terms of incorporating the cultures of Japan, Sri Lanka and China?
Add to the end of any problem: Be ready to argue and prove how you worked this out.