Fibonacci cov naj npawb

Fibonacci cov naj npawb yog ib ntu ntawm cov lej uas pib nrog tus lej 0 thiab 1, thiab txhua tus nqi tom qab yog cov lej ntawm ob tus dhau los.

Cov ntsiab lus

Fibonacci Sequence Formula

Fibonacci cov naj npawb

Piv txwv li:

  • F0 = 0
  • F1 = 1
  • F2 =F1+F0 = 1 + 0 = 1
  • F3 =F2+F1 = 1 + 1 = 2
  • F4 =F3+F2 = 2 + 1 = 3
  • F5 =F4+F3 = 3 + 2 = 5

Tshooj Golden

Qhov piv ntawm ob tus lej Fibonacci sib law liag mus rau qhov kub piv:

Fibonacci cov naj npawb

qhov twg φ yog golden piv = (1 + √5) / 2 ≈ 1,61803399

Feem ntau, tus nqi no suav nrog 1,618 (lossis 1,62). Thiab nyob rau hauv qhov sib npaug feem pua, qhov kev faib ua feem zoo li no: 62% thiab 38%.

Fibonacci Sequence Table

n00
11
21
32
43
55
68
713
821
934
1055
1189
12144
13233
14377
15610
16987
171597
182584
194181
206765
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C-code (C-code) ua haujlwm

double Fibonacci(unsigned int n) { ob f_n = n; ob f_n1=0.0; ob f_n2=1.0; if(n > 1) { for(int k=2; k<=n; k++) { f_n = f_n1 + f_n2; f_n2 = f_n1; f_n1 = f_nXNUMX; } } rov f_n; } 

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