AuSable Primary Math Resources

Patch Tool - Full Review
Which standard?
  • Analyze Characteristics
  • Specify Locations
  • Apply Transformations
  • Use Visualization

 The primary goal of this activity is for students to explore with the shapes.  This is much like the explorations they would do with the physical blocks in a classroom.  The activity also includes the option to try to fit the blocks in different templates.

What mathematical content is being learned (or intended to be learned)?

 

 Students develop their knowledge of shapes and properties as well as problem solving skills.

Is the focus on instrumental or relational understanding?

  • instrumental understanding (carrying out procedures)
  • relational understanding (understanding the meaning of mathematical words and symbols; connections among ideas)

 

This activity is helpful to students because it takes an exploratory stance to using the shapes.  The work surface doesn't provide just one right answer because it is an exploration.

What role does technology play?

 

At first glance, the technology doesn't seem to afford students many benefits over using the physical blocks, but the opportunity to print or save (via screen capture) their work allows students to bring their work to discussions.

What instructional function(s) does the resource serve?

  • practice (i.e., practicing skills or knowledge already learned)
  • direct instruction/explanation (i.e., explaining or presenting content to students)
  • learning through exploration (i.e., provides context in which students can see new relationships; come to new understandings)

 

This activity provides explorations for students to examine the properties of blocks.  They explore how they fit together in different patterns.

What kinds of representations of the mathematics are used?

  • symbolic (i.e., numerals, symbols)
  • graphical (i.e., standard graphical notation such as Cartesian (X-Y) coordinate system, bar graph, pie chart)
  • visual/spatial (e.g., circles or squares with lines to show fractions)
  • concrete or real-world objects (e.g., images of base-10 blocks, puppies, or jars)
  • dynamic (mathematical ideas represented through motion or sound)

 

These are images of the blocks used in classrooms.  They can be manipulated via rotation or flipping just as the real blocks can.

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