- Trying to do it all in your head; not writing anything down.
- Arbitrarily choosing a strategy.
- Staying with a strategy when it is not working.
- Giving up on a strategy too early.
- Getting fixated on a single strategy and trying to use it for everything.
- Not asking yourself: “Does this make sense?”
- Being afraid to ask for help.
- Not checking your answer.
- Not noticing patterns.
- Going through the motions instead of thinking.
The student should be asking...
- Have I shown an adequate amount of work to demonstrate what strategy I have used?
- Is there more than one strategy which I could use to solve this problem?
- Does choosing one strategy over another make the implementation easier?
- Does the strategy I have chosen use any tables, charts, formulas or properties I need to review
- What technology or manipulatives could I use to help me solve the problem?
As mathematics teachers, what can we do in the
classroom to guide this kind of thinking?
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