The cable shown in Fig. If the sag ha in the cable is 200 m, determine weighs 30 N/m. The tension in the cable at support B. - 250 m - A 120 m B.
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- Repeat Prob. 4.152 assuming that the 400-kN force is applied at O instead of L.The 15-m-long cable supports the loads W1 and W2 as shown. Find the ratio W1/W2 for which the segment BC will be horizontal; that is, 2=0.Determine the force F required to pull up the 3.54m stopper from the drain of a sink if the depth of water is 10 in. Use =0.036lb/in.3 for water and neglect the weight of the chain.
- The cable supports three 400-lb loads as shown. If the maximum allowable tension in the cable is 900 lb, find the smallest possible sag hC at C.The high-pressure water cock is rigidly attached to the support at D. Neglecting the weights of the members, draw the FBD of the entire assembly and count the unknowns.The tensions in the cable at points O and B are TO=1200N and TB=1800N. Determine the weight W of the cable.
- The horizontal boom carries the weight W=108lb at A. The boom is supported by the cables AB and AC. The tensions in the cables are TAB=120lb and TAC=160lb. Determine the single force R that is equivalent to three forces acting on the boom at A.Two concrete blocks weighing 320 lb each form part of the retaining wall of a swimming pool. Will the blocks be in equilibrium when the pool is filled and the water exerts the line loading shown?The cable of the suspension bridge spans L=140m with a sag H=20m. The cable supports a uniformly distributed load of w0 N/m along the horizontal. If the maximum allowable force in the cable is 4 MN, determine the largest permissible value of w0.
- The cable AOB weighs 24 N/m. Determine the sag H and the maximum tension in the cable.Neglect the thickness of the bar. Take ua=ub=u suppose that b= 1 ftA uniform bar 3.00 m long is held by ropes at the ends making angle 60.0 and 30.0,respectively, with the horizontal. A weight of 200 N is hung 0.500 m from the leftend where the 60.0 rope is attached. Find the tension in the ropes (T1 & T2) andthe weight (W) of the bar