D=60kg 45° Find Force BC
45° Find Force BA
Use the scalar product to determine the parallel force component acting in BC, due to the 400 N force at C. 2 F-400 N 45° 30° 3 m 4 m
4. If the 50 lb force is normal to the line BC and in a plane parallel to x-z, find the moment created about point O and the component of this moment along axis O-A. N - - - B 150 50 lb
a) In figure 1, the 30 N force P is applied perpendicular to the portion BC of the bent bar. The support at A is a fixed support. i) Draw a complete free body diagram. (1 Mark). ii) Determine the moment of P about point ii) Determine all the support reaction forces iv) Determine all the support reaction forces B and about point A. (2 Marks) due to the influence of the applied force P. (3 Marks) when a clockwise...
Problem 5.32 Determine the magnitude of force at the pin A and in the cable BC needed to support the 540-lb load. Neglect the weight of the boom AB. (Figure 1) PartA Determine the magnitude of force at the pin A Express your answer to three significant figures and include the appropriate units. FA1.13 lb Submit Incorrect, Try Again: 2 attempts remaining Figure < 1of1 > Part B Determine the force in the cable BC Express your answer to three...
LILLY Determine the force in members BC, BE, and FE of the truss shown. Use the method of sections. + X2 X3 if you know: P = Q = x1 = x2 = x3 = y1 = 7 15 3 3 3 4 kip kip ft ft ft ft BC = -2.29 kip BC -1.42 kip BC = -1.00 kip BC = -1.67 kip BE = -3.82 kipo BE = -2.36 kip BE = -1.67 kip B E = -2.36...
The question lists the wrong members, there is no BE. Determine the force in BC, CF, and EF. P3 F E 3) Determine the force in members BC, BE, and EF of the truss and state if these members are in tension or compression. Set P = 6 kN, P2= 9 KN, and Ps= 12 kN. 3 m A Draw and label a complete FBD of the section you choose to B c analyze. 3 m 3 m 3 m...
Determine the member force for member ab , ac and bc the trusses shown in the figure below, determine the member forces for members ab, ac and bc 5. For 12 m C. 8@4 m 32 m Joint C
Determine the force in members AF, BF and BC, and state if the members are in tension or compression. (hints : A=pin, B=Roller) 2 m