Mathematics
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   Grade 1: Patterning and Algebra  | 
  
   Planning: Term # Tracking: Ach. Level  | 
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   Overall Expectations  | 
  
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   • identify, describe, extend,
  and create repeating patterns;  | 
  
   
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   • demonstrate an
  understanding of the concept of equality, using concrete materials and
  addition and subtraction to 10.  | 
  
   
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   Specific Expectations  | 
  
   
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  Patterns and Relationships
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   •identify, describe, and
  extend, through investigation, geometric repeating patterns involving one
  attribute (e.g., colour, size, shape, thickness, orientation);  | 
  
   
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   •identify and extend,
  through investigation, numeric repeating patterns (e.g., 1, 2, 3, 1, 2, 3, 1,
  2, 3, …);  | 
  
   
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   •describe numeric repeating
  patterns in a hundreds chart;  | 
  
   
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   •identify a rule for a
  repeating pattern (e.g., “We’re lining up boy, girl, boy, girl, boy, girl.”);  | 
  
   
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   •create a repeating pattern
  involving one attribute (e.g., colour, size, shape, sound) (Sample problem:
  Use beads to make a string that shows a repeating pattern involving one
  attribute.);  | 
  
   
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   • represent a given repeating
  pattern in a variety of ways (e.g., pictures, actions, colours, sounds,
  numbers, letters) (Sample problem: Make an ABA,ABA,ABA pattern using actions
  like clapping or tapping.).  | 
  
   
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  Expressions and Equality
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   •create a set in which the
  number of objects is greater than, less than, or equal to the number of
  objects in a given set;  | 
  
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   •demonstrate examples of
  equality, through investigation, using a “balance” model (Sample problem:
  Demonstrate, using a pan balance, that a train of 7 attached cubes on one
  side balances a train of 3 cubes and a train of 4 cubes on the other side.);  | 
  
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   •determine, through
  investigation using a “balance” model and whole numbers to 10, the number of
  identical objects that must be added or subtracted to establish equality
  (Sample problem: On a pan balance, 5 cubes are placed on the left side and 8
  cubes are placed on the right side. How many cubes should you take off the
  right side so that both sides balance?).  | 
  
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   Student Name:  | 
  
   
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Expectations: Copyright The Queen's Printer for Ontario, 1997. Format: Copyright B.Phillips, 1998.