Question 8
Consider the function $f$ which is given on its domain $(0, \infty)$ by
$f(x) = \frac{\ln(x)}{x^{1/2}}$.
1 point
How Did I Do?
Find the critical number $c$ of $f$ on its domain and enter its exact value in the first column of the
table below.
The second column consists of several drop-down menus. Do the following:
\begin{itemize}
\item for each of the given intervals of $(0, \infty)$, select the phrase that best describes the behaviour
of the function $f$ on that interval;
\item for the critical number, select the phrase that best describes its nature;
\item for each of 0 and $\infty$, select the phrase that best describes the corresponding limiting
behaviour of $f$.
\end{itemize}
0
$0 < x < c$
c =
behavior
Click for List
Click for List
Click for List
