Now This is still a little general and I want to work out a more usable form here a better formula for this. A first order linear differential equation has the following form. With this formula if you are given a Fibonacci number F you can determine its position in the sequence with this formula.
With this formula if you are given a Fibonacci number F you can determine its position in the sequence with this formula.
Then we see f a. The derivative is miraculously equal to the imaginary part of the result in the limit of Delta x rightarrow 0. Note that the following linear relationships can be used for finding higher-order derivatives. We also examine sketch phase planesportraits for systems of two differential equations.