Problem Statement Based on Problem 5-74 from the textbook. The bend rod is supported at A, B, and C by smooth journal bearings. Determine the components of reaction at the bearings if the rod is subjected to the force F. The bearings ar ein proper alignment and exert only force reactions on the rod. F=815N d=0.8m e=2.20 m f=2.15 m 30° 60° d f 0.75 m

The cylinder shown weighs 2500 kg, calculate the reactions on the smooth surfaces A and B. Given: θ1 = 35° and θ2 =78°. SOLVE THE FF: Reaction at A (Answer: 26.061 kn) Reaction at B (Answer: 15.282 kn)

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The frame shown is supported by a hinge (pin) at A and a roller at E. the frame is subject to three forces F1 = 410 N, F2 = 190 N and F3 = 250 N as shown in the figure below. If the frame is in equilibrium, Determine 1.25 m F2 3 m 2 m 2 m F3 A. Reactions at A Ax = Ay = B. Reactions at E Ex = Ey =

Hello, I'm having hard time understanding why from symmetry it can be determined that forces C and E do not have x-components.

The overhang beam below is supported by a pin support at A and a roller at B. The weight of the beam is 600 N/m. Draw the Free Body Diagram for this beam and apply the equilibrium equation to find the value of support reactions.