Recursive Sequence

Algebra Level pending

A sequence of real numbers \(f_n \) is defi ned recursively as follows:

\[\large f_n =\frac{f_{n-1} +1}{f_{n-2}} ,\ \ n =0,1,2,\ldots. \]

Given that \(f_0 = 24.8\) and \(f_1 = 36.9 \), find \(10 \times f_{4445} \).

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