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\(g=O(f)\) means
\[\lim_{x\to \infty}\frac{f}{g}=c\] where \(c\neq 0\) if \(c=1\) you say
\[g=o(f)\]

"finding the constants \(a\) and \(b\)" must be part of a specific problem

@satellite73, thanks for your quick response. I will find an example shortly and post it.

maybe your \(a\) corresponds to the \(x_0\) and this example and your \(b\) is their 13