People credited with this unit standard can describe different approaches to problem-solving.

People credited with this unit standard can describe different approaches to problem-solving. Use logical operations in descriptions of rules and relationships in problem situations. Simplify Boolean expressions with Boolean Algebra and Karnaugh maps. Describe the basic concepts of error detection.

Course Content

  • The description identifies the different problem-solving techniques.
  • The description identifies situations where specific problem-solving techniques would be more suitable than others.
  • The description utilises the top-down problem-solving approach in real-life problems known to the learner.
  • The description allows for the practice of problem breakdown in picture drawing applications.
  • Usage describes logical operators by drawing truth tables.
  • Usage provides examples of problem situations where a specific operator can be used.
  • Usage identifies which of the operators should be used to represent given situations.
  • Usage combines different operators to form Boolean expressions by setting up truth tables.
  • The simplification describes the rules of Boolean algebra.
  • The simplification uses the Boolean algebra rules to simplify given expressions.
  • The simplification using Karnaugh maps to represent Boolean expressions.
  • The simplification involves writing down the simplified expression from the map.
  • The description identifies the common causes of errors.
  • The description identifies error isolation techniques
  • The description identifies various testing techniques.
  • Non-accredited: Short course only  
  • Duration: 1h 30m
  • Delivery: Classroom/Online/Blended
  • Access Period: 12 Months 
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