A simple pin-connected truss is constructed from three aluminum members. Assume a = 1.5 m, b = 8.5 m, and c = 3 m. If P = 50 kN and Q = 80 kN, determine the magnitude of the force in member AC.

Determine the magnitude of the vertical force Ay for the simply supported beam, where P = 64 kN and w = 7 kN/m.

Determine the magnitude of the vertical force Ay for the simply supported beam, where P = 28 kN and w = 6 kN/m.

Three loads are applied to a truss. Assume a = 5 m and b = 4 m. If P = 24 kN and Q = 50 kN, determine the magnitude of the force in member EF.

Three loads are applied to a truss. Assume a = 3 m and b = 2 m. If P = 34 kN and Q = 50 kN, determine the magnitude of the force in member BC.

A simple pin-connected truss is constructed from three aluminum members. Assume a = 1.5 m, b = 9.2 m, and c = 3.5 m. If P = 60 kN and Q = 85 kN, determine the magnitude of the force in member AC.

Use the graphical method to construct the shear-force diagram and identify the magnitude of the largest shear force (consider both positive and negative peaks). Use a = 20 ft, b = 7 ft, and w = 6 kips/ft. The reaction forces for this beam are Ay = 52.65 kips and By = 109.35 kips.

Use the graphical method to construct the shear-force and bending-moment diagrams and identify the magnitude of the largest moment. The ground reactions are provided.P = 54 kNw = 16 kN/mL = 2 mAy = 41.33 kNDy = 44.67 kN

A simple pin-connected truss is constructed from three aluminum members. Assume a = 2.4 m, b = 6.4 m, and c = 3.5 m. If P = 50 kN and Q = 70 kN, determine the magnitude of the force in member AC.

Determine the magnitude of the shear force V in the beam at a point located 0.45 m to the right of point B. The ground reactions are provided.Ay = 65.60 kNCy = 58.40 kN