+ 3

Can anyone help me understand fibonnaci

13th Aug 2017, 2:33 PM
samuel sackey
16 Respuestas
+ 11
This is an ascending collection of numbers, where each number is a sum of the preceding two. The beginning is: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55 and so on. For example 13 is a sum of 8 and 5, while 55 is a sum of 34 and 21. The collection is infinite. A particular property is that the division of a number and its predecessor is approximately the Fibonacci number: 1.608.. Not only it is a so-called "golden ratio", its property is also: 1/Φ = Φ-1
13th Aug 2017, 2:43 PM
Kuba Siekierzyński
Kuba Siekierzyński - avatar
+ 7
And the starting two 0 and 1 are just convention You can obtain any new sequence as per Fibonacci rule by taking any two new first terms
13th Aug 2017, 4:15 PM
Harsh Prakash Agarwal
Harsh Prakash Agarwal - avatar
+ 2
You can imagine the Fibonacci numbers as an infinite binary tree moving sideways, starting with the sum of 0 and 1 as the root of the tree and always using the sum of the last 2 fibonacci numbers to define the next fibonacci number.
14th Aug 2017, 10:17 AM
Lucien
Lucien - avatar
+ 1
Thanks
13th Aug 2017, 3:39 PM
samuel sackey
+ 1
Thanks
29th Dec 2017, 2:44 PM
samuel sackey
0
hey
3rd Sep 2017, 1:42 PM
Mohit Krishnan
Mohit Krishnan - avatar
0
want to know the Fibonacci numbers indepth
3rd Sep 2017, 1:43 PM
Mohit Krishnan
Mohit Krishnan - avatar
0
I can explain
3rd Sep 2017, 1:43 PM
Mohit Krishnan
Mohit Krishnan - avatar
0
you know what are successors and predecessors so it's little complex than that alright so it's simple fibonacci series is a series involving certain integers tat are the sum o their preceding integers like 01123… and so on so you can say that if you and your neighbour living behind your house are added you both become a Fibonacci integer or a part of the Fibonacci series
3rd Sep 2017, 1:47 PM
Mohit Krishnan
Mohit Krishnan - avatar
0
do not take that seriously it was just an example​ about you and your neighbour
3rd Sep 2017, 1:48 PM
Mohit Krishnan
Mohit Krishnan - avatar
0
ok
3rd Sep 2017, 1:49 PM
Mohit Krishnan
Mohit Krishnan - avatar
0
cool
3rd Sep 2017, 1:50 PM
Mohit Krishnan
Mohit Krishnan - avatar
3rd Sep 2017, 1:51 PM
Mohit Krishnan
Mohit Krishnan - avatar
0
this will help you further bro
3rd Sep 2017, 1:51 PM
Mohit Krishnan
Mohit Krishnan - avatar
0
keep on coding
3rd Sep 2017, 1:51 PM
Mohit Krishnan
Mohit Krishnan - avatar