A beam is supported by a pin at point A and a roller at point B$.$ Three forces are applied on the beam.

There is also an applied moment of $1200N-m$ at point C $.$

Values for the figure are given in the following table. Note the figure may not be to scale.

$\backslash$table$[[$Variable$,$Value$],[F_1,350$ N$],[F_2,350$ N$],[F_3,900$ N$],[d_1,2\mathrm{.}5$ m$],[d_2,3$ m$],[d_3,3$ m$],[{}_1,55$ degrees$],[{}_2,25$ degrees$]]$

a$.$ Replace the force system with an equivalent force, $F_R.($enter the magnitude$)$

b$.$ Determine the direction of the resultant force $F_R,$ measured counter$-$clockwise from the negative $x-$axis in degrees. Answer must be between $090$

c$.$ Determine the location of the $F_R$ on the beam, $d,$ measured from point B $($use the absolute value of the answer$).$

d$.$ Does the resultant force $F_R$ act to the right or left of point B$?$

Round your final answers to $3$ significant digits$/$figures$.$