Determine the force in each member of the truss with the method of joints and state if the members are in tension (T) or compression (C). Set d = 1 m and P = 10 kN. (Hint: Look for zero- force members to simplify the calculations) B E d/2d/2- (a) Identity the zero - force members of the given given truss. (6) Dravy the PBD of the truss and determine the reactions at support A and E. (c) Select a joint to start with to determine the member forces and contoure the determination of all unknown member forces. State whether the -members are in tension (1) or compression (c). FBC = ? kN (Tor C: :) FCD F CD = ? kN (Tor C: ?) FAB = ? &N (Tor C: :) FAF = ? kN (Tor C:?) FBF = ? kN (Tor C::) FBD = ? &N (Tor C: ?) FEF = ? kN (Tor C:?) FDF = ? kN (Tor C: ?) FDE = ? kN (Tor C:?) CS Scanned with CamScanner