# Use Recurrence Table with Generating Function

I tried to use Generating Function to solve Fibonacci series using following function.

Input:

GeneratingFunction[RSolve[{f[n + 2] == f[n + 1] + f[n], f[0] == 0,
f[1] == 1}, f[n], n], n, x]


Output:

{{GeneratingFunction[f[n], n, x] -> -(x/(-1 + x + x^2))}}


I want to plot this function using graph for a particular range, like as follows:

Input:

RecurrenceTable[{f[n + 2] == f[n + 1] + f[n], f[0] == 0, f[1] == 1}, f, {n, 0, 10}]


Output:

{0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55}


Can I get a list of values using Generating function for recurrence relation to plot it on a graph. This is just an example to understand my problem.

g = GeneratingFunction[Fibonacci@n, n, x]