Question

Use bernoullis method to find the dominant (real) root of the fibonacci equation x? - x-1=0.Bernoullis method produces the dominant root of a real polynomial equation 2px +ajx-!+...+an = 0 provided a single dominan

Answer 1

Answer:

Explanation:

Use Bernoullis method to find the dominant (real) root of the Fibonacci equation x. Bernoullis method produces the dominant root of a real polynomial equation 2px +ajx-! ... Answer:) When we apply Bernoulli's Method to this equation, we get the difference equation : Suppose we take ... + axx-1=0 and taking lim (Xk+1/xx).