Altın Oranın Farklı Formu
Abstract
Geometri dışında güzel sanatlar alanlarında da yer bulan altın oran kavramına yeni bir yaklaşım getirdik. Paralelkenar üzerine ikizkenar üçgen çizerek altın bir oran oluşturduk.
Keywords
References
- 1. Mar To be kowsky, Misconceptions about the Golden Ratio , The College Mathematics Journal. 23 (1). George (January 1992). 2.M. Livio,2017,The Golden Ratio, The Story of Phi, The World's Most Astonishing Number, p.6 3. M, Pietsch, The Golden Ratio and Reular Polygons, Forum Geometricorum, Volume 17 ,17–19. 4. Kaplan,A., Tortumlu ,N.,Hizarci, S. 2009, A Simple Construction of the Golden Ratio, World Applied Sciences Journal 7 (7): 833-833.
- 5. Elmas,S.,Hızarcı, S.,2016,The Golden Ratio, the Golden Number and a review on Fixed Point,Ciencia e Tecnica Vitivinicola. ISSN:0254-0223 Vol. 31 ,n. 12. 6. http://www.sriyantraresearch.com
Details
Primary Language
Turkish
Subjects
-
Journal Section
Research Article
Authors
Seyfullah Hızarcı
Türkiye
Publication Date
May 29, 2017
Submission Date
April 21, 2017
Acceptance Date
April 25, 2017
Published in Issue
Year 2017 Number: 38