Infinite.
Leonardo Fibonacci
I think Fibonacci wanted to find how many swirls or petals were on a flower ....... most of them are Fibonacci numbers....i think.... doin a projct......= )
No, they are not the normal Fibonacci numbers.
Because the sequence was discovered and studied by Fibonacci of Pisa
20 of them.
the fibonacci pattern of numbers came round about in the 1980's
the first seven Fibonacci numbers are 1,1,2,3,5,8,13. 13 is a Fibonacci number.
Fibonacci numbers appear in many natural contexts. Try the link below for a taste: it also gives a list of references if you wish to follow.
The first 85 Fibonacci numbers are:011235813213455891442333776109871,5972,5844,1816,76510,94617,71128,65746,36875,025121,393196,418317,811514,229832,0401,346,2692,178,3093,524,5785,702,8879,227,46514,930,35224,157,81739,088,16963,245,986102,334,155165,580,141267,914,296433,494,437701,408,7331,134,903,1701,836,311,9032,971,215,0734,807,526,9767,778,742,04912,586,269,02520,365,011,07432,951,280,09953,316,291,17386,267,571,272139,583,862,445225,851,433,717365,435,296,162591,286,729,879956,722,026,0411,548,008,755,9202,504,730,781,9614,052,739,537,8816,557,470,319,84210,610,209,857,72317,167,680,177,56527,777,890,035,28844,945,570,212,85372,723,460,248,141117,669,030,460,994190,392,490,709,135308,061,521,170,129498,454,011,879,264806,515,533,049,3931,304,969,544,928,6572,111,485,077,978,0503,416,454,622,906,7075,527,939,700,884,7578,944,394,323,791,46414,472,334,024,676,22123,416,728,348,467,68537,889,062,373,143,90661,305,790,721,611,59199,194,853,094,755,497160,500,643,816,367,088
The sunflower plant displays the Fibonacci sequence in the arrangement of its seeds within its seed head. The seeds are arranged in two interconnecting spirals, with their numbers typically following the Fibonacci sequence.
37 is not in the Fibonacci number series, but is the sum of two Fibonacci numbers, 34 and 3. Fibonacci numbers are with 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, etc.
Fibonacci numbers are important in art and music. The ratio between successive Fibonacci numbers approximates an important constant called "the golden mean" or sometimes phi, which is approximately 1.61803.