1. Determine the reaction and moment at point A. State the direction of the force. 1 kip/m 15 A 2 kip/h
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- Show that all diagonal members of the truss carry the same force, and find the magnitude of this force.Find the forces in the three cable segments and the angles 1,2, and 3.Cable ABC of length 5 m supports the force W at B. Determine (a) the angles 1 and 2; and (b) the force in each cable segment in terms of W.
- The combined moment of the three forces is zero about the axis a-a and the axis b-b. Determine the distances x0 and y0.The horizontal boom carries the weight W=108lb at A. The boom is supported by the cables AB and AC. The tensions in the cables are TAB=120lb and TAC=160lb. Determine the single force R that is equivalent to three forces acting on the boom at A.1. Determine the reaction and moment at point A and draw the Shear force and Bending moment diagrams
- Determine the length b of the triangular load and its position a on the beam such that the reaction force at A is zero and reaction moment at A is 29.66 kN.m counterclockwise.The member is supported by a square rod which fits loosely through the smooth square hole of the attached collar at AA and by a roller at B. The member is subjected to the forces F1 = 350 N , F2 = 450 N , and F3 = 600 N . Determine the normal reaction force of roller at B. Determine the components of the reaction force of the support at A using scalar notation. Determine the components of moment of the reaction at A using scalar notation.The member is supported by a square rod which fits loosely through the smooth square hole of the attached collar at A and by a roller at B. The member is subjected to the forces F1 = 200 N , F2 = 350 N , and F3 = 500 N . Determine the normal reaction force of roller at B. Determine the components of the reaction force of the support at A using scalar notation. Determine the components of moment of the reaction at A using scalar notation.