Given two functions $t(n)$ and $g(n),$ if

$\underset{n}{lim}\frac{t(n)}{g(n)}=c$

what does it imply?

$t(n)$ has a larger order of growth than $g(n)$

$t(n)$ has the same order of growth as $g(n)$

$t(n)$ has a smaller order of growth than $g(n)$