If I have the following recurrence relation:
$$ \displaylines{\begin{align}F_0 &= 1 \\\ F_n &= F_{n-1} + |9-n| \end{align}}$$ Is there a closed form solution?
If I have the following recurrence relation:
$$ \displaylines{\begin{align}F_0 &= 1 \\\ F_n &= F_{n-1} + |9-n| \end{align}}$$ Is there a closed form solution?
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