3 ft 6ft 2 ft The 160-lb crate is supported by cables AB, AC, and AD. Determine: The tension in these wires
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- The homogeneous 200-lb sign is suspended from three wires. Find the tension ineach wire.2. Determine the tension in cables AB and BC. You must draw Free Body Diagram (FBD). 30° 90 lb B CQ2. Using the method of sections, determine the force in members BC, CF, and FE. Draw the free body diagram, and show if these members are in tension or compression. G F E 4 ft B 4 ft 4 ft. 4 ft 600 lb 600 lb 800 lb
- please show work4. Solve for the support reactions at A and B. W1 600 lb/ft W2 150 lb/ft A BThe walkway ABC of the footbridge is stiffened by adding the cable ADC and the short post of length L. If the tension in the cable is not to exceed 1870N, then what is the smallest value of L for which the 712N person can be supported at B? 712 N A C В L D 1.83 m 1.83 m
- Rod XY and smooth surface O hold the 1600-N cylinder in equilibrium as shown. Find the force Q exerted by the rod and the normal force Nexerted by the smooth surface on the cylinder.Ignore the weight of the rod XY.6 The 141 lb uniform tank is suspended by means of a 6.3-ft-long cable, which is attached to the sides of the tank and passes over the small pulley located at O. If the cable can be attached at either points A and B or C and D, determine which attachment produces the least amount of tension in the cable. What is this tension? 211. D 2 ftPROBLEM 1: Determine the tension in each cable and the components offorce reaction at D needed to support the load. Required: 1. Find dx, dy, and dz with complete solution
- A 2.4-m boom is held by a ball-and-socket joint at C and by two cables AD and AE. Determine the tension at cable AD. Determine the tension at cable AE.If the system shown is to be in equilibrium, determine the following: (a) the tension in cable ABC, (b) the force P acting at Hook C, (c) the weight of block A, and (d) the magnitude of the force F. The change in length of Spring 1 is equal to 0.12 ft. Force P is 1/2 the magnitude of the compressive force in spring 2. The compressive force in spring 3, is 1/3 the magnitude of the force in spring 2. The weight of Block G is 1000 lb and the spring constant for all springs is 7000 lb/ft.3. Determine the maximum weight of the crate that can be suspended from cable AB, AC, and AD so that the tension developed in any one of the cables does not exceed 250 lb. 3 ft 2 ft 3 ft B 6 ft 12 ft 3 ft