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19: Refer to the figure. With complete fbd.
1. Total reaction at A.
2. Total reaction at B and E.
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- Use the information given in the figure below. When the supporting posts are removed, calculate the magnitude of the following: the torque on each side and the net torque of the balancing beam. Reminder: Force is not equal to mass. (g=9.8m/s²) 175 15 1251075 05 029 Meters ozs as o7s 125 Meters Express all your answers in whole numbers. T+ Nm Nm Tnet NmPlease show written worknovig size modestib Beri N 1-12 12- 60° 37. A block-and-tackle pulley hoist is suspended in a warehouse ay by ropes of lengths 2 m and 3 m. The hoist weighs 350 N. The ropes, fastened at different heights, make angles of 50° and th 38° with the horizontal. Find the tension in each rope and the magnitude of each tension. 50° brd 60° 2 m 38° 3 m 501001 hon sit 44. 45 4
- a = 1 m b = 2 m c = 3 m Force AB = 500 Newtons FAB Find the y-component of unit vector AC. (Hint: the value should be less than 1). Find the z-component of unit vector AC. (Hint: the value should be less than 1). Find the x-component of Force AB in N. If the calculated answer is not whole number, express it in 4 significant figures. If the value is negative, include a negative sign.In your response, please display the full computation and all FBDs that were used. Only round off at the final answer with 4 decimal places. P=2kN, F=3kN, and moment M=0.5kN-m are acting on the structure in the illustration. A pin at Z and a cable RQ connected by a connecting pin R support it. Im ● F ● P S TO M Im R lu W OZ a' 0.8m 3m If the pin support Z's factor of safety against shear stress is 3, determine whether a single or double shear should be provided for an economical and safe design. 4 m The mas allowable shear stress in the pin is 50MPa. Consider the following specifications. Single shear design: 25mm pin diameter Double shear design: 17mm pin diameter1 0 Calculate the total volume of the cylindrical component below (not to scale): L1 D1- D1 = 1.12 cm D2 = 0.71 cm D3 = 1.58 cm L1 = 18.68 cm L2 = 15.36 cm L3=13.77 cm L4 = 9.77 cm Answer: Check L2 L3 L4 D2- What is the volume of the cylindrical component? (State your answer in S.I. units (m³), accurate to 3 significant figures) D3
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