Problem No$.7($Problem $3\mathrm{.}1,$ p$65)$: A person exerts a force of $60lb$ perpendicular to the end of a $7-ft$ long pry bar. The fulcrum $($axis of rotation$)$ is $6ft$ from the end of the bar upon which the force is applied. Determine the following:

$($a$)$ Draw the free body diagram $($Note: Replace weight of box by a force vector $"B"$ acting down, i$.$e$.$ south$).(1$ point$)$

$($b$)$ The moment $($magnitude and direction in $+$ or $-$ sign$)$ that develop due to $60lb$ force, in $lb-ft,$ with respect to fulcrum. $(1$ point$)$

$($c$)$ The moment $($magnitude and direction in $+$ or $-$ sign$)$ that develop due to $60lb$ force, in lb$-$in$,$ with respect to fulcrum $($Notice change in units; $1ft=12$ inch$).(1$ point$)$

$($d$)$ The moment $($magnitude and direction in $+$ or $-$ sign$)$ that develop due to $60lb$ force, in kip$-$ft$,$ with respect to fulcrum $($Notice change in units; $1$kip$=1000lb)(1$ point$)$

$($e$)$ The moment $($magnitude and direction in $+$ or $-$ sign$)$ that develop due to $60lb$ force, in kip$-$in$,$ with respect to fulcrum $($Notice change in units$)(1$ point$)$