Consider the table with function values for $f(x)=\dfrac{7\sin 3x}{\tan 5x}$ at values of $x$ near zero.
$x$|$f(x)$
-:|:-
$-0.1$|$3.786623$
$-0.01$|$4.195870$
$-0.001$|$4.199959$
$0.001$|$4.199959$
$0.01$|$4.195870$
$0.1$|$3.786623$|
**From the table, what does**
$\qquad \displaystyle \lim_{x\to 0}\dfrac{7\sin 3x}{\tan 5x}$
**appear to be?**
The limit appears to be [[☃ input-number 1]]