An 
              Alternate Platform in the Teaching and Learning of Geometry to JC 
              Students
            
              Yew Hong Ng 
              ng_yew_hong@moe.edu.sg 
              Mathematics 
              Victoria Junior College 
               
               Chris 
                Wong 
                chris@wongdirection.com 
                Teacher 
                Victoria Junior College 
                Yim Ping 
                Lee 
                yplee@mail.nie.edu.sg 
                Curriculum Planning and Development Division 
                Ministry of Education 
                Singapore 
                
             
            Abstract
             
              Schools urged to tap on IT to develop thinking in the classroom 
              during the IT Master Plan Phase 1, have invested in setting up infrastructures 
              to promote e-learning. Vendors were invited to set up Learning Management 
              Systems (LMS). However, in practice e-learning was a means of supplementing 
              live lectures conducted by teachers with the posting of worksheets 
              and assessments on these LMS. This observation is due to the high 
              value held by teachers on the interactions between them and their 
              students which could not be provided by e-learning. Moreover, the 
              LMS lacks emphasis on the required content found in the school subject 
              syllabuses. This paper seeks to explore the use of an e-platform 
              with interactive visualization capability to engage students. Teachers 
              were invited to develop the content of selected topics based on 
              the P. M. van Hiele (1986) model which postulates that student growth 
              in geometry understanding is sequential in nature. The presentation 
              will demonstrate how geometric thought among JC students could be 
              developed by using a prototype e-package to guide them through the 
              five levels of linearly ordered stages of geometric learning starting 
              from intuitive, analytical, inductive, and deductive learning to 
              the fifth stage of rigor thinking involving geometric reasoning. 
               
               
             |