Consider the following function and closed interval.
$g(x) = \frac{\ln(x)}{7x}$, $[1, 4]$
Find g'(x).
g'(x) =
Find the critical number of g in (1, 4) and evaluate g at this critical number.
$(x, y) = $
Evaluate g at each endpoint of [1, 4].
left endpoint $(x, y) = $
right endpoint $(x, y) = $
Find the absolute extrema of the function on the closed interval [1, 4].
minimum $(x, y) = $
maximum $(x, y) = $