Determine the support reactions:
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- From the frame shown, solve for the moment reaction at fixed support. (kN m)F1=20kN A) Determine the x and y components of reaction at pin A using scalar notation. Ax,Ay= ? kN B) Determine the x and y components of reaction at pin D using scalar notation. Dx,Dy= ? kNDetermine the reaction/s of the supports using DIM. Let P=192kN and w=75kN/m.
- Determine the components of reaction at E. Take P = 4.9 kN and w = 5.8 kN/m. A) Determine the horizontal component of reaction at E. B) Determine the vertical component of reaction at E.The pin, attached to member BCD, passes through a smooth slot in member AB Take w = 120 lb/ft. A)Determine the components of the reaction at support A. B)Determine the reaction at support C C)Determine the components of the reaction at support D.SOLVE FOR THE SUPPORT REACTIONS
- Determine the vertical reaction at A.DRAW THE REACTION FORCES IF THE 400N IS APPLIED AND ALL THE JOINTS ARE CONNECTED BY RIGID PINSThe weight W = 6kN hangs from the cable which passes over the pulley at F. Neglecting the weights of the bars and the pulley, determine the magnitude of the pin reaction at D.
- find the reaction at the object A,B (FBD massA,B)The uniform, 30-lb ladder is raised slowly by pulling on the rope attached at A. Determine the largest angle that the ladder can attain if the maximum allowable tension in rope BC is 120 lb.The homogeneous 240-lb bar is supported by a rough horizontal surface at A, a smooth vertical surface at B, and the cable BC. Draw the FBD of the bar and count the unknowns.