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From triangle to hyperbola

Published online by Cambridge University Press:  01 August 2016

Gerry Leversha
Affiliation:
St Paul’s School, London SW13 9JT
Paul Woodruff
Affiliation:
St Paul’s School, London SW13 9JT

Abstract

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Type
Notes
Copyright
Copyright © Mathematical Association 2002 

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References

1. Eddy, R.H. and Fritsch, R., The conies of Ludwig Kiepert: a comprehensive lesson in the geometry of the triangle, Mathematics Magazine 67 (1994) pp. 188205.Google Scholar
2. Bradley, C.J. and Bradley, J.T., Countless Simson line configurations, Math. Gaz. 488 (November 1999) pp. 314322.Google Scholar
3. Kimberling, C., Triangle centers and central triangles, Congressus Numeratum 129, Winnipeg (1998) pp. 234236.Google Scholar
4. Dörrie, Heinrich, trans. Antin, D., 100 great problems of elementary mathematics, Dover Publications (1965).Google Scholar