Great Solutions for an Angle Question in the Triangle

Yıl 2019, Cilt: 2 Sayı: 2, 1 - 16, 01.05.2019

Seyfullah Hizarci

https://izlik.org/JA69GS78NY

Öz

In this study, we have shown that there are different solutions of an angle question in the triangle of secondary education

Anahtar Kelimeler

Golden Ratio , Angle Question , Triangle an d Euclid Geometry

Kaynakça

• G. D. Birkhoff and R. Beatley, Basic Geometry, AMS Chelsea Publ., 2000, 3rd edition
• D. A. Brannan, M. F. Esplen, J. J. Gray, Geometry, Cambridge University Press, 2002
• J. N. Cederberg, A Course in Modern Geometries, Springer, 1989
• A. De Morgan, On the Study and Difficulties of Mathematics, Dover, 2005
• D. Hilbert, Foundations of Geometry, Open Court, 1999
• T. Hobbes, Leviathan, ch. 46, Penguin Classics, 1982 B. Jowett, The 3.2 Other solutions Dialogues of Plato, Random House, 1982
• F. Klein, Elementary Mathematics from an Advanced Standpoint: Geometry, Dover, 2004
• D. Pedoe, Geometry: A Comprehensive Course, Dover, 1988
• C. Pritchard (ed.), The Changing Shape of Geometry, Cambridge University Press, 2003
• S. Roberts, King of Infinite Space, Walker & Company, 2006
• S.Hizarci, S.Elmas. A.Kaplan, A.S.Ipek, C.Isık, Düzlem Geometri,Palme Yayıncılık, Ankara,2009
• S .Elmas ,Golden Ratio in Plain and Spehere,International Journal Of Academic Research, 2015
• S.Elmas , S. Hizarci .A Different Look at the Pol Erdos-Mordell , International Journal of Science and Technology Volume 2 No. 4, April, 201
• S.Elmas , S. Hizarci , Altın Oranın Farklı Formu ,Journal of the Fine Arts Institute (GSED),Number 38, Erzurum, 2017, 99-10
• S.Elmas , S. Hizarci,The Golden Ratio, the Golden Number and a review on Fixed Point,Ciencia e Tecnica Vitivinicola. ISSN:0254-0223 Vol. 31 ,n. 12.2016.
• Kaplan.A, Tortumlu .N,Hizarci. S, A Simple Construction of the Golden Ratio, World Applied Sciences Journal 7(7),833-833.2009.