A Construction of Golden Ratio and Existence of The Golden Ratio from Overlapped of 25 Satang and 5 Bath Coins
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Published:
May 27, 2019
Keywords:
Golden ratio Golden section
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Abstract
In this article, we will discuss about different methods in constructing the golden ratio. Moreover, the golden ratio in daily life is presented by placing 25 satang coin on 5 baht coin with their edges meet at a point.
Article Details
How to Cite
Kaewkhao, A., & Tanwongsa, L. (2019). A Construction of Golden Ratio and Existence of The Golden Ratio from Overlapped of 25 Satang and 5 Bath Coins. Mathematical Journal by The Mathematical Association of Thailand Under The Patronage of His Majesty The King, 64(697), 1–12. Retrieved from https://ph02.tci-thaijo.org/index.php/MJMATh/article/view/180376
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Academic Article
References
[1] Hofstetter, K. (2003). A 5-step Division of a Segment in the Golden Section,
Forum Geom, vol.3, p. 205-206.
[2] Hofstetter, K. (2004) Another 5-step division of a segment in the golden section,
Forum Geom, vol.4, p. 21-22.
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[4] Hofstetter, K. (2002). A simple construction of the golden section, Forum Geom,
vol.2, p. 65-66.
[5] Niemeyer, J. (2011). A Simple Construction of the Golden Section, Forum Geom,
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[6] Hung, T.Q. (2015). The Golden Section in the Inscribed Square of an Isosceles
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[7] Golden Ratio With Two Unequal Circles And a Line II. (2561,เขาถึง 30 มกราคม).
https://www.cut-the-knot.org/do_ you_ know/TwoUnequalCirclesAndLine2.shtml
Forum Geom, vol.3, p. 205-206.
[2] Hofstetter, K. (2004) Another 5-step division of a segment in the golden section,
Forum Geom, vol.4, p. 21-22.
[3] Hofstetter, K. (2005). Divison of a Segment in the Golden Section with Ruler and
Rusty Compass, Forum Geom, vol.5, p. 135-136.
[4] Hofstetter, K. (2002). A simple construction of the golden section, Forum Geom,
vol.2, p. 65-66.
[5] Niemeyer, J. (2011). A Simple Construction of the Golden Section, Forum Geom,
vol.11, p. 53.
[6] Hung, T.Q. (2015). The Golden Section in the Inscribed Square of an Isosceles
Right Triangle, Forum Geom, vol.15, p. 91-92.
[7] Golden Ratio With Two Unequal Circles And a Line II. (2561,เขาถึง 30 มกราคม).
https://www.cut-the-knot.org/do_ you_ know/TwoUnequalCirclesAndLine2.shtml