Category:Examples of Asymptotically Equal Real Functions
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This category contains examples of Asymptotically Equal Real Functions.
Let $f$ and $g$ real functions defined on $\R$.
Then:
- $f$ is asymptotically equal to $g$
- $\dfrac {\map f x} {\map g x} \to 1$ as $x \to +\infty$.
That is, the larger the $x$, the closer $f$ gets (relatively) to $g$.
Pages in category "Examples of Asymptotically Equal Real Functions"
The following 4 pages are in this category, out of 4 total.