3 m 3 m 2 m 6 m 4 m F; = [350j) N F, = (-800k) N Determine the x and z components of reaction at the journal bearing A and the tension in cords BC and BD necessary for equilibrium of the rod.

O In the following systom the pulley OXle cannot rotate. Given that Mg=30 between the cable (ABC0) and the pulley Determine the maximum © for the system to remain in equilibrium and determine the reactions at CAODJ cassume the strraignt portions of the cable mect ant point E) 200N

1. allows free rotation about y-axis and prevents all other displacements and rotations. The cylinder at D has a weight of 400 N. At E it is subjected to a force F = {50i + 50j – 200k} N. Determine the components of reaction at A and the tension in cable BC needed for equilibrium. Member ACD is supported by cable BC and a support at A as shown. The support at A only 0.5 m 1 m D 3 m F

Determine all the reactions of the given structure. The surface against which the support Dis sitting is perpendicular to the element CD. Given: X=10 kN. 20 kN 6 kN/m 3m X KN sm- 4 m 4 m The magnitude of the reaction at A is Ax The magnitude of the reaction at A is Ay The magnitude of the reaction at Dis D The magnitude of the reaction at Dis D kN, and the reaction is (Click to select) kN, and the reaction is (Click to select) kN, and the reaction is (Click to select) kN, and the reaction is (Click to select)