Show that $a^n$ = O(n!) where a>0
I can see how it is true but I don't know how to work out the values for C and K in
$|f (x)| ≤ C|g(x)|$ whenever $x > k.$
I have been looking at this for ages so any help would be great.
Show that $a^n$ = O(n!) where a>0
I can see how it is true but I don't know how to work out the values for C and K in
$|f (x)| ≤ C|g(x)|$ whenever $x > k.$
I have been looking at this for ages so any help would be great.