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MaTH PRESENTATİON

GOLDEN RATİO. MaTH PRESENTATİON. «GOLDEN RATIO». I n math and art, parts of something ha ve a geometric and numeric ratio , and this ratio is called “Golden Ratio”. This ratio was discovered by Greek people and Egyptian people (Just says).

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MaTH PRESENTATİON

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  1. GOLDEN RATİO MaTH PRESENTATİON

  2. «GOLDEN RATIO» • In math and art, parts of something havea geometric and numeric ratio,and this ratio iscalled “Golden Ratio”. This ratio wasdiscovered by Greek people and Egyptian people (Just says). • A line (AB) should be divided fromthe middle of it, so it should be [AC] ratio [CB] equal to [CB] ratio [AB]. CB / AC = AB / CB = 1.618 • The Golden Ratio is an irrational number (1.618033988749894…). This ratio symbolizesshortly : This ratio’s symbol is “Fi” or “Φ”.

  3. GOLDEN RATIO ON HUMAN Golden Ratio on Human body: • Artists, scientistsand designers use Golden Ratio while they are making their research and doing theirworks. • For example, Leonardo Da Vinci and Corbusier designeda human body. GOLDEN RATIO ON HUMAN FACE • On the human face has a lot of golden ratio. Golden ratio fitsa person, this person has a good appearance. For example, a mouth hastwo incisor teeth in front of the mouth and width of teeth has theratio length of teeth. On the human face have some Golden Ratio. For example: 1) Length of the face/Width of the face 2) Length of the mouth/Width of the face 3) Between pupils/between eyebrows

  4. Christina Aguilera

  5. Brad Pit

  6. Angelina Jolie

  7. GOLDEN RATIO IN NATURE • Snowflake: • While thescientists were analyzing snowflake, they found Golden Ratio. Snowflake’s edges have Golden Ratio, butit is very little,so we can’t see.

  8. Golden Ratio in Virus • “PolyoVirus” consists of geometric pentagons,and these pentagons turn intoanother geometric figures, and scientists think ofthis event as an intentedratio. They found «Golden Ratio»

  9. Golden Ratio in DNA • DNA consists oftwo spiralsand molecules. Between two spirals’ lengths there are34 angstroms, and itswidth is 21 angstroms(21 and 34 in Fibonacci series), so ithas golden ratio.

  10. Thank you for listening Selim Furkan Tekin evrenblim.com vikipedia.org populerbilgi.com

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