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An exhaust system for a pickup truck is shown in the figure. The weights
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- The mass of the box, shown in the figure, is 145 kg. determine the tension forces in the ropes AB, AC and AD. В 36 in. 40 in. 32 in. 27 in. 60 in.arrow_forwardThe balloon shown in the figure is being held in place by the hooks placed in B, C, and D. If F = 751 N, determine the tension in cable AB (in N).arrow_forward1. Three cables are used to tie the balloon that isshown in the figure. Determine the vertical force P thatexerts the balloon at A, if it is known that the tension in the wire ADis 641 N. 2. Three cables are used to tie the balloon that isshown in the figure. If the balloon is known to exert a force800 N vertical at A, determine the tension in each cable.arrow_forward
- A container of mass m = 120 kg is supported by three cables as shown. Draw the free-body diagram needed to determine the tension in each cable.arrow_forwardThree cables are used to tie the balloon shown in the Figure. Determine the magnitude of the vertical force (P) exerted by the balloon at A, knowing that the tension in cable AD is 1.641 N. y1 = 4.1 m y2 = 2.3 m x1 = 4.4 m x2 = 3.1 m z = 6 marrow_forward4 m 30 30 kg 3/14: To facilitate shifting the position of a lifting hook when it is not under load, the sliding hanger shown is used. The projections at A and B engage the flanges of a box beam when a load is supported, and the hook projects through a horizontal slot in the beam. Compute the forces at A and B when the hook supports a 300-kg mass. Ans. A = 4.9 kN, B = 1.9 kN 400 600 mm mm e reactions at 300 kgarrow_forward
- Given: P, = 200 lb, P, = 500 lb Find: The forces in each member of the truss. B P2 4 ft 3 ft 4 ftarrow_forwardA bent pipe is connected by a thrust bearing and a cable asshown. If a Force, F = 195 lb, is applied, what are the reactions at the thrust bearing and in the cable. The dimensions shown are a = 7.2 ft, b = 6.2 ft, and c = 4.6 ft.arrow_forwardUse the method of tension coefficients to determine the magnitude and sense of the forces in all the members of the tripod crane shown in the Figure Q2 below. 10 kN D(0,0,0) y C(7,4,-8) B(5,2,-6) A(-4,-2,-9) Figure Q2: Tripodarrow_forward
- A beam with a length of 2 m and a mass of 10 kg supports a 50 kg box. The beam is connected to a wall by a hinge at its base and a horizontal wire. The wire is connected to the beam 1.5 m from the hinge and makes an angle θ of 35o to the beam. The goal is to find the tension in the wire and the horizontal and vertical components of the force exerted by the hinge on the board Calculate the tension in the string. write down Newton’s 2nd law for both x and y directions. find the horizontal and vertical components of the force that the hinge exerts on the beam. Suppose the maximum tension that the wire can withstand is 1500 N. What is the maximum load that the hinge can support before the wire breaks?arrow_forwardA 25 kg crate is suspended at B while a crate of mass "m" is suspected at C as shown in the figure. Each cable segment can sustain a maximum tension of 400N. Determine the largest mass (kg) of the crate at C that can be supported. Determine the value of "a" in degrees. Determine the value of "B" in degrees.arrow_forwardA bucket, weighing 375 N, is hung from strings CAD, BA and EA, as shown in the image. Determine the tension of the CAD rope.arrow_forward
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