Mathematics 
Learning Areas: General | Arts | English | Maths | LOTE | Health & PE | Science | Society & Environment | Technology & Enterprise

Equipping students with the skills, strategies and knowledge to solve problems.

When presented with a problem we follow the procedure of “Working Mathematically”, that is:

  • Clarify
  • Choose
  • Use
  • Interpret
  • Communicate

More specifically:

  • Clarify the problem
  • perhaps re-write in your own words
  • identify the variables
  • make appropriate assumptions
  • Choose the model/strategy
  • A decision needs to be made about the Mathematical content required to solve this problem and how it will be implemented
  • Should this problem be: Acted Out, Worked backwards, . . .?
  • Is there a need to solve a simpler problem first, then extending?
  • Can the information be summarised into a diagram or table?
  • Use the model/strategy
  • Attempt the problem using the chosen method
  • Interpret the results and analyse the method used
  • Was the choice of method appropriate?
  • Was the choice of method the best choice?
  • Do we need to start again?
  • What do these results tell us?
  • Can we extend this to a more general case?
  • Communicate the results and implications
  • Who needs to know?
  • Which is the most appropriate form of communication?

Different modes of learning are appropriate in different contexts. Sometimes students work individually, sometimes in pairs or groups, sometimes as part of a class discussion. Often a variety of technologies are very helpful tools to aid this learning.

The Mathematical content we “use“ can be categorised as:

  • Number
  • Measurement
  • Chance and Data
  • Space
  • Algebra

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