Part $2$

$1.)$ Determine the bending moment acting at x$=2$m$.$ Answer in kN$-$m rounded$-$off to two decimal places.

$2.)$ Determine the bending moment acting at x$=3$m$.$ Answer in kN$-$m rounded$-$off to two decimal places.

$3.)$Determine the bending moment acting at x$=4$m$.$ Answer in kN$-$m rounded$-$off to two decimal places.

$4.)$Determine the bending moment acting at x$=6$m$.$ Answer in kN$-$m rounded$-$off to two decimal places.

$5.)$ Determine the bending moment acting at x$=8$m$.$ Answer in kN$-$m rounded$-$off to two decimal places.

Please provide Full solution and FBD thanks, will upvote For the simply supported beam subjected to the loading shown, derive equations for the shear force $V$

and the bending moment $M$ for any location in the beam. $($Place the origin at point A$.)$ Let $a=3\mathrm{.}00m,$

$b=4\mathrm{.}50m,P_B=45kN,$ and $P_C=75kN.$ Construct the shear$-$force and bending$-$moment diagrams on paper

and use the results to answer the questions in the subsequent parts of this $GO$ exercise.