Problem 4.2 - Bar AB is 4 feet long and weighs 20 lbs. It is supported by two cords and by smooth surfaces at points A and B. Find a) forces in the cords (Tec & TAO) and b) the reactions at points A and B (RA & RB).
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- Space Frame ABC is clamped at A, except it is free to rotate at A about the x and y axes. Cables DC and EC support the frame at C. Force Py= - 50 lb is applied at the mid-span of AS, and a concentrated moment Mx= -20 in-lb acts at joint B. (a) Find reactions at support A. (b) Find cable tension Forces.A prismatic bar AE of negligible weight is hinged to avertical wall at A and supported by a strut BD as shownin Fig. 1. Find the reaction induced at A and B throughthe action of a sphere of weight W tied by a string CFthat is parallel to AE. Also, find the tension in the string.The radius of the sphere is such that the points B and Care at the same level. Assume W = 1000 lb.Solve for external reactions (at A & D), and internal forces at (B & C). with detailed steps
- wo smooth spheres each of radius 100 mm and weighing 100N, rest in a horizontal channel having vertical walls, the distance b/n which is 360mm. Find the reactions at the points of contact A,B,C and D. A D bbB C 360mmIn the figure shown, there is an armature that is supported by a cable and a simple support at B. In addition, this armature rests on a spring with a constant as indicated in the figure. By applying the loads shown at points H and L, the spring is compressed by 10 cm.Determine:a) The reactions in the support at B and the tension in the cable AD.b) The force in the element I - K by the method of sections (determine if the element is in tension or compression)A Fixed crane, as given in the figure, has a mass of 1000kg and is used to lift a 2400kg crate. It is held in a place by a point A and a roller B. The center of gravity of a crane is located at G. Determine the components of the reactions at A and B.
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