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•  Assign a value to the bricks e.g. each brick has a value of 2.5. How many bricks need to
             be in the circle to bring the total circle value to 20? To 12.5?
          •  How many different towers can you make by connecting 3 bricks together e.g. a red, a
             blue and a yellow? How will you know that you have found them all?
          •  Use the bricks to solve multiplication / division problems e.g. brick value is 8. How many
             bricks are needed in the circle to make 56?
          •  Red bricks are worth 5c, green bricks are worth 2c and yellow bricks are worth 1c. What
             is the value of a circle that has 5 Red, 3 green and 6 yellow bricks in it?
          •  If the long end of a brick represents 2 units and the short end of the brick represents 1
             unit, then a brick is 2 units squared. Create fields of 12 square units and calculate the
             perimeter of each field? Did all fields of 12 square units have the same perimeter? What

             was the longest perimeter? What was the shortest perimeter?
          •  A calculator costs €1.80 and a packet of markers costs €1.40. Teacher paid exactly €20
             for the materials. How many of each kind did she buy?
          •  The Six Bricks can be used for bar modelling e.g. if 5 pencils cost 80c, what will 4 pencils
             cost?


          The Six Bricks Problem Solving Circle provides a quality problem-solving environment that
          supports:  talk and discussion, active learning, guided discussion, collaborative and co-
          operative learning, and the use of the materials.



          Quality problem solving activities are a shared, cooperative, collaborative, active,
          communication driven approach to finding solutions. In tandem with the Problem-Solving
          Circle, children can use pencil and paper to draw diagrams and record their solutions.


          According to the Primary School Mathematics Curriculum, problem solving is ‘..the ability to
          analyse mathematical situations; to plan, monitor and evaluate solutions; to apply strategies;
          and to demonstrate creativity and self-reliance in using mathematics’.


          Problem solving is a skill of the curriculum and like any skill, to get better you need to
          practice regularly. The Six Bricks problem Solving Circle provides the context in which

          teachers can provide problems for the children to solve together.


          The Primary School Mathematics Curriculum requires that …. ‘a strong emphasis should be
          placed on developing the ability to question, to analyse, to investigate, to think critically and
          to interact effectively with others to solve problems.’ This goes to the heart of the problem
          solving circle.


          Note: All bricks remain outside the circle and are only brought into the circle to contribute
          to the solving of the problem. Each week, children should receive lots of problems to solve

          using their ‘Problem Solving Circles’. Problems should support the use of a variety of
          problem-solving strategies.







          SixBrickseducation.com                                                                                         31



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         Six Bricks Activity Mats Teacher Guide.indd   31                                                        16-06-2021   21:37:43
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