Case Studies 
  in Integrating the Interactive Whiteboard into the Secondary School Mathematics 
  Classroom
  Roger Duke 
  rduke@itee.uq.edu.au 
  
   Janelle Pollard 
    janellep@itee.uq.edu.au 
    ITEE  
    University of Queensland 
    Australia
    
 
Abstract
             
              Interactive whiteboards extended the general interactive nature 
              of data projectors. With this merger has come several significant 
              software design issues. Software can be used to demonstrate concepts, 
              to enable complex calculations and even to teach techniques, but 
              the technology with the right software can enable the teacher to 
              do much more than this. Mathematics educational software can both 
              guide secondary school students to a deeper understanding of mathematical 
              structure, and enable students to move away from the "tools and 
              techniques" view of mathematics and start developing mathematical 
              thinking. The computer becomes an experimental instrument whereby 
              ideas can be explored and relationships discovered. For such goals 
              to be fully realised, the teacher and software engineer need to 
              work together in an agile partnership. In this paper we discuss 
              the nature of this partnership and illustrate through actual case 
              studies how the interactive whiteboard can be personalised for the 
              individual teacher so that it becomes an integral part of the teacher's 
              lesson plan. By developing generic software that can be readily 
              personalised for the individual teacher we can greatly increase 
              the take-up of the technology and ensure it is fully and successfully 
              integrated into the mathematics classroom. As the case studies demonstrate, 
              the outcome is an integrated package that can dramatically improve 
              the students' take-up of mathematical concepts and structures and 
              greatly assist the students' ability to think mathematically.  
 
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