Determine the reactions at support A of the rigid body shown in the image. Also, indicate on your free-body diagram where the reaction forces must act for the body to be in equilibri

The asymmetric simple truss is loaded as shown. Determine the reactions at A and D. Neglect the weight of the structure compared with the applied loads. Is the knowledge of the size of the structure necessary?   3.04 L, 3. 60 L   3.40 L, 3. 06 L   4.03 L, 6.03 L   4.30 L, 6.30 L

Please draw the complete free body diagram ,Label all the points.

Determine the tensions T₁ and T₂ in the strings required to maintain equilibrium for the suspended object weighs 24N shown in the figure. B 6 T1

5) The system shown is in equilibrium. Find the force exerted on the strut by the hinge at point A. Neglect the weight of the strut. 45 45 60 N

Q2/ The cable of the tower crane is subjected to 840 N force. A fixed base at A supports the crane. Find: Reactions at the fixed base A (pin connection). B F = 840 N 24 m 13 m 15 m 2 m 10 m

Rod AD is acted upon by a vertical force P at end A and by two equal and opposite horizontal forces of magnitude Q at points B and C . Derive an expression for the magnitude Q of the horizontal forces required for equilibrium.

The vertical mast supports the 3.5-kN force F and is constrained by the two fixed cables BC and BD and by a ball-and-socket connection at A. Calculate the tension T₁ in BD. Can this be accomplished by using only one equation of equilibrium? Assume a 5.8 m, b=3.7 m, c-2.1 m, h = 4.6 m. B T₂ Answer: T₁ = i 2 -14 CO L T₁ b kN

The steel cable is hoisting a 2,000N weight. Assume the weight is not accelerating and the cable is parallel to the sides as shown in the figure. Assume also that the pulley is frictionless. 3m E F 2,000N 3m D. 3m A B 3m Determine the reaction at B, in N. Determine the force in member AC, in N. Determine the force in member DF, in N.

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