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Moving on with Dynamic Geometry
Extending learning in mathematics using interactive geometry software
Related resources
Geometric activities providing contexts for using interactive geometry software.
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 Moving on with Dynamic Geometry
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Moving on with Dynamic Geometry
This is a collection of articles (new and previously published) on Dynamic Geometry. It includes articles by Adrian Oldknow and Kate Mackrell plus many others.
• Young children and Cabri-geometre by Peter Winbourne and Andrew Wrigley
• Polygons with primary students by Kate Mackrell
• Messing up by Lulu Healy, Reinhard Hoelzl, Celia Hoyles and Richard Noss
• Cabri constructions by Lulu Healy, Reinhard Hoelzl, Celia Hoyles and Richard Noss
• Dynamic geometry in the Logo spirit by Janet Ainley and Dave Pratt
• Circle Geometry and Cabri in a classroom by Daniela Ippolito
• Rotations and Polygons with Cabri-geometre by Bernard Capponi
• Bart’s Parts by Peter Ransom
• Teaching TRIG with Cabri by Pauline Vos
• Making Sense of Cabri with A-level students by Rosamund Sutherland, Daniela lppolito, Roberto Porcaro, Lulu Healy
• Teaching using Cabri - with a little help from prepared files by Kate Mackrell
• An alternative introduction to Proof in dynamic geometry by Michael de Villiers
• Dynamic Rangoli Patterns by George Harrison and Maria Goulding
• The Geometer’s Sketch pad by Adrian Oldknow
• What do you see? by Peter Winbourne
• Geometric Modelling with Cabri-georn etre by Jill Bruce, Alison Wolf, Rosamund Sutherland
• An introduction to Cabri 3D by Kate Mackrell
• Bringing geometry to life and life to geometry - Cabri Geometry and digital images by Adrian Oldknow
• Geometric and algebraic modelling with dynamic geometry software by Adrian Oldknow
• Dynamic Geometry - getting started by Heather McLeay
• Rene Descartes and Dynamic Geometry by Warwick Evans
• Omar Khayyam and Dynamic Geometry by Sue Burns (now Sue Johnston-Wilder)
• Omar Khayyam’s insight into the cubic equation by Warwick Evans
• Focussing and Generalising with Dynamic Geometry by John Bibby
• Problem solving and proof in the age of Dynamic Geometry by Daniel Scher
• Euclid’s second proposition and Two Circles by Bryan Dye
• Proof, proof and more proof by Marnie Weeden
• The Geometer’s Sketch pad for Primary Geometry:A framework by Kit Ee Dawn Ng and Su KwangTeong
• Current practice in using dynamic geometry to teach about Angle properties by Kenneth Ruthven, Sara Hennessy and Rosemary Deaney
• Expanding current practice by Kenneth Ruthven
• Incorporating Dynamic Geometry Systems into Secondary Mathematics Education:
• Didactical Perspectivesand Practices of Teachers
• by Kenneth Ruthven, Sara Hennessy and Rosemary Deaney
• Research Bibliographies by Keith Jones
This collection of articles shows some of the possibility for extending learning in mathematics afforded by the interactive geometry software.
