This essay analyzes the issue of how the mathematical golden ratio is used in nature, music, and sex appeal. Involvement of mathematical theme in geometry as well as in design demonstrates the complexity of the discipline in the solving some human needs and achieve aesthetic touch in creations…
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The essay "Mathematical Golden Ratio in Nature, Music, and Sex" analyzes the issue of how the mathematical golden ratio is used in nature, music, and sex appeal. The golden ratio is developed by from the extreme and mean ratio rule that states that “a straight line is said to have been cut in extreme and mean ratio when, as the whole line is to the greater segment, the greater to the lesser”. The ratio of the straight line’s unequal segments is the origin of several natural scenes of mathematics interaction with nature. Only a handful of retrogressive and conservative theorists have risen to offer sensible criticism to the best explanation to mathematical infusion to nature’s inseparable interaction with mathematical theory. Perhaps the best brain that this age has experienced was possessed by Einstein who devoted much of his intense academic work to find out on the natures engagement with mathematics. According to Livio, several natural arrangements remain strictly controlled by the ratio such as the patterns seen in leaf structures and arrangement of the branches (phyllotaxis), seed arrangement patterns on plants as well as the formation of natural crystals. The Fibonacci sequence explains the patterns employed in botanical systems which depict market design and order that no other discipline elaborates on but mathematics. In light of these phenomena, mathematics fascinating facts in nature as dictated by the golden ratio seems to be the best explanation behind nature’s orderliness.
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The Golden Ratio stands to be an irrational number that is represented by the Greek letter ? (phi) and has a value that is approximately equal to 1.618. The Golden Ratio is known in the world of art and architecture by varied names like the Golden Mean, tau, Phi, The Divine Proportion, the Divine Section, the Golden Proportion and the Golden Cut (Roth 1993).
MATHEMATICAL CONCEPTS Name Course Tutor name 08 March 2012 MATHEMATICAL CONCEPTS Introduction Concepts refer to ideas or notions that are held over a subject or topic. Mathematical concepts can therefore be defined as principles that have been generally accepted in the scope of mathematics.
Fibonacci received his primary education and was taught mathematics in Bougie, a Mediterranean port-city in northeastern Algeria. During his travels, he got innumerous scopes to experience different accounting cultures existing in different countries. He found the Roman numerals are not as convenient as Hindu-Arabic numerals which he learnt from an Arab teacher.
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Discourse is an impulsive tool that helps the students to take delegation of their mathematical learning. The teacher's role is broadly described as facilitator to incorporate listening vigilantly to students, designing felicitous questions, and arbitrate competing perspectives.
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The analysis was made so that any external investors who might be interested in the company are able to utilize the calculated ratio results to determine Riordan Inc’s performance and its most updated financial position and strategy. The discussed liquidity ratios of the