Maths of Churches, Mosques, Synagoges and TemplesJenny Gage, University of Cambridge [read Jenny's biography]Summary
First videoconference: 14 May, 2008, 10.30am start
This conference is aimed at 12-14 year-old students. The cost is £180 for up to 40 students, more pro rata (costs can be split between more than one school if they are at the same VC centre).
A previous presentation of this topic can be seen at Maths of Churches, Mosques, Synagogues and Temples, 2007. Places of worship can provide us with a rich source of mathematical activity. In this conference, we will look at geometrical construction, symmetry and pattern and the role of symbols in both maths and places of worship. Examples will be shown during the first videoconference, and images for study will be provided on our website, but it would be a great advantage for students to combine their work on this topic in the classroom with one or more visits to local places of worship, so that they can discover mathematical links for themselves and use these to motivate their project work. This would also link well with the RE curriculum topic on places of worship. For further information, contact Jenny Gage at jag55@cam.ac.uk. To reserve a place on this conference, go to Get involved! and contact Adrian Cullum-Hanshaw, 01223 764106 or 0774 703 5984, to arrange a videoconferencing connection test. Schools with a place or on the waiting list Equipment and resources required for VC1Jenny Gage's presentation in VC1 Students will need:
Project IdeasWorksheets for tiling patterns
The main project work for this conference is for you to make a visit to one or more local places of worship. As you walk round, look for symbols, look for mathematical ideas. When you find a religious symbol, think about how the mathematical properties of the shape contribute to the religious symbolism. If you can visit make more than one visit to places from different religions, that will help you to make comparisons between them. And make sure you use your imaginations to find your own maths! Treat the ideas below as suggestions to get you started:
Additional resources |

