Mix of old and new media enriches mathematical understanding

By combining the trusty old book, pen and paper with the possibilities offered by the computer and the interactive whiteboard, ICT can help to improve students' understanding in maths education. So conclude a team of researchers led by Koeno Gravemeijer and Paul Drijvers from the Freudenthal Institute for Science and Mathematics Education (Utrecht University, The Netherlands). The researchers studied the interaction between learning, teaching and the use of technological tools. To this end they developed so-called applets, small interactive software components that can be accessed through an Internet browser. The applets are embedded in an electronic learning environment. Working with applets can help students gain a better understanding of the mathematical concept of function and the applications of this.

A new learning arrangement for students in the 13-14 year age group was developed by the researchers and tested by 700 students and 16 teachers. The researchers established that the lessons worked best when the teachers combined different didactic approaches, when they used different media and when they clearly explained the connection between all of the methods. As the students learn in pairs or in groups using both pen and paper and the digital environment, their learning experiences in the ICT environment are neither isolated nor individual. In the applet entitled 'AlgebraArrows' the students learn to make and understand chains of operations, to vary input, to form relationships between representations and to study families of functions. The programme is embedded in an electronic learning environment, so that students can work with it both in the class and at home. The combined method of working offers opportunities for informal representations of a function and encourages students to look critically at their own work. This is in line with the basic principles of realistic mathematics education. The researchers also conclude that students develop a much better understanding of the mathematical concept of function. The evidence for this came from observations of the students' reasoning and from how they apply the techniques they have learned.

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