EQUATIONS OF SCIENCE
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The Fibonacci Sequence is made up of the Fibonacci numbers. This number series was named for Leonardo of Pisa, son of Bonacci (figlio (son in Italian) of Bonnacci) or Fibonacci (1180-1228). He first wrote about the sequence in Liber Abaci by giving the solution to how many rabbits can breed in a year. The French mathematician Edouard Lucas (1842-1891) named the Fibonacci sequence in honor of the inventor.
So you start with two pairs (1 and 1), then you add the preceding two numbers so you get the total number of rabbits each month. The number of rabbits is derived from 1 (starting), 1=(0 +1) (this gives us 1 pair); 2=(1+1), 3=(1+2), 5=(2+3), 8=(3+5), 13=(5+8), 21(8 +13), 34(13 + 21); 55 (21 + 34), 89 (34 +55), 144 (55+89). So in one year, there would be 144 rabbits. The Fibonacci Sequence is 1,1,2,3,5,8,13,21,34,55,89,144. If you graph these numbers as squares, you get an interesting configuration called the Golden Rectangle. If you draw a line from corner to corner you get what is called the Golden Spiral, which we see in nature. The Nautilus shell is a good example of this figure. |