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Can anyone tell me the nth term for the fibonacci sequence and how you work it out please?
Thanks
Can anyone tell me the nth term for the fibonacci sequence and how you work it out please?
Thanks
The Binet Formula:
(((sqrt(5)+1)/2)^n-(-1)^n*((sqrt(5)-1)/2)^n)/(sqrt(5))
Here is a good page to get a look at the formula in a nicer format.
Last edited by All_Is_Number (2006-07-26 13:35:45)
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George! You had posted it here already!
"The physicists defer only to mathematicians, and the mathematicians defer only to God ..." - Leon M. Lederman
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yes, but it may look too difficult to read-I don't know if anybody understands it.
X'(y-Xβ)=0
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from the link, another way to right it which is a bit easier to look at would be
this works for any number, although for negative non integers, it requires complex numbers, any complex number value of n can be computed with complex numbers only
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