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![Determine the weight of the heaviest cylinder which can be placed in the position shown
without exceeding a stress of 50 MN/m? in the cable BC. Neglect the weight of the bar
AB. The cross - sectional area of cable BC is 100mm?.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa9efd5ed-35f2-4f8a-a49e-769a46cc9c34%2Fa3f1ba11-a5c1-4596-9e6f-e601b0fb9b04%2Fcohpmuc_processed.png&w=3840&q=75)
![6 m
6 m
4 m
A](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa9efd5ed-35f2-4f8a-a49e-769a46cc9c34%2Fa3f1ba11-a5c1-4596-9e6f-e601b0fb9b04%2Fimnfkcn_processed.png&w=3840&q=75)
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- inches, determine the mass of the heaviest cylinder. Neglect friction and the weight of the rigid bar AB A uniform cylinder is supported by a rigid bar AB and cable BC as shown in the figure. If the stress in the cable is not to exceed 7.25 ksi and diameter of 0.50 18 Ft B 18 Ft 12 FtDetermine the stress in the cable BC if the mass of the cylinder is 250 kg. The cross sectional area of BC is 100 sq. mm.The rigid bar ABC is suspended from three wires of the same material. The cross-sectional area of the wire at B is equal to half of the cross-sectional area of the wires at A and C. Determine the tension in each wire caused by the load P.
- Determine the mass of the heaviest uniform cylinder that can be supported in the position shown without exceeding a stress of 50 MPa in cable BC. Neglect friction and the weight of bar AB: The cross-sectional area of BC is 100 mm?. 6 m- B C. 4 m -6 m-If cables BD and BC can withstand a maximum tensile force of 17 kN, determine the maximum mass of the girder that can be suspended from the cable AB so that neither cable will fail. The center of mass of the girder is located at point G. Supply the answer in Mg. I A FA AB B² 45% ofe 'G 30° DThe properties of the unequal angle section are Ix=80.9in.4,Iy=38.8in.4, and Iu=21.3in.4. Determine Ixy.
- 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 w0.0,8 m 4. The rigid bar ABCD is supported by a pin at B and restrained by identic al ste el bars at C and D. Determine the forces in the bars caused by the vertic al lo ad P that is 3 m 0.6 m B applied at A. Force in bar C Force in bar DQ2/ The 10-mm-diameter bolt is made of an aluminum alloy. It fits through a magnesium sleeve that has an inner diameter of 15 mm and an outer diameter of 25 mm. The original lengths of the bolt and sleeve are 80 mm and 50 mm, respectively. If after the nut on the bolt is tightened the tension in the bolt is 10 kN, determine the change in dimension of the cross-section of the bolt and the sleeve. Assume the material at A is rigid. Ea = 70 GPa, Emg = 45 GPa, Ga = 26 GPa, Gmg = 17 GPa. 50 mm 30 mm
- The 981-kg uniform bar AB is suspended from two cables AC and BD each with cross-sectional area 339 mm2. Find the location x (in mm) of P that can be safely applied to the bar if the stresses in AC and BD are limited to 119 MPa and 52 MPa, respectively. Express your answer in two decimal places.Mechanics of Deformable Bodies A 1525 kg concrete block AB in horizontal position is suspended from two vertical cables AC and BD. A and B is 3 m apart. If the cross-sectional areas and length of the cables is 400 sq. mm and 1.8 m respectively. a. Determine the magnitude "P" and location "x" of the largest additional force which can be applied to the concrete block. P is x distance from A. Use stress for AC equal to 120 MPa and for BD equal to 60 MPa. and; b. how far is P from point B?Q2/ The 10-mm-diameter bolt is made of an aluminum alloy. It fits through a magnesium sleeve that has an inner diameter of 15 mm and an outer diameter of 25 mm. The original lengths of the bolt and sleeve are 80 mm and 50 mm, respectively. If after the nut on the bolt is tightened the tension in the bolt is 10 kN, determine the change in dimension of the cross-section of the bolt and the sleeve. Assume the material at A is rigid. E = 70 GPa, Emg = 45 GPa, Ga 26 GPa, Gmg= 17 GPa. 50 mm 30 mm
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