Hi, please answer each part of the problem using the given information. Please also show all steps/any work involved and an explanation to better my understanding. Please don't repost the work of other posts. Thanks!

Planar Equilibrium A weight of 200 lb hangs from a beam as shown in the figure below. The beam itself weighs 50 lbs and the associated free-body diagram of the system is also shown. The system is assumed to be in equilibrium. (a) Based on the free-body diagram, write-out Equilibrium Equation (5.3A) for this system: E F = 0 (b) Based on the free-body diagram, write-out Equilibrium Equation (5.3B) for this system: E F = 0 (c) Based on the free-body diagram, write-out Equilibrium Equation (5.4C) for this system: E M = 0 (hint: to make calculations easier, place the moment center either at A or B). (d) Use the equations from (a)-(c) to determine the three unknowns FAX, FAY, and FED. Situation D 3 ft B - 3 ft - 3 ft 200 1b Free-body Diagram FBD A 150 C 3 ft . B 3 ft . 50 lbs 200 lb In addition, make sure that your solution shows: . clear drawings, . all relevant equations, . your solution of those equations, . and your answers (clearly boxed)