Two blocks A and C are connected together by a link mechanism as shown in the adjacent figure. Calculate how much force P is required to impend motion in both blocks, which have center to center distances as shown in the figure. The bars of the link mechanism are of equal length. The mass of each blork is 196+ 150) kg. The coefficients of friction between blocks and the surface are µ, = 0.3 and Hk = 0.2. Neglect frictions at the joints A, B and C of the link mechanism.
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- In the figure below, both the ceiling and the ruler accelerate together at 1.6 m/s2 in the +y direction, and the reading to the "new" length of the vertical wire is as indicated. Ignore the effect on the two diagonal wires. Other parameters are below: Weight of the pan = 5 N Weights (or loads) = 74 N Originally, the wire has a length 0.200 cm, and diameter of 2.7 cm. Calculate the Young's modulus of the wire in Pa. NOTES: Use pi = 3.14. Final answer in ZERO decimal place. 4.000 4.100 4.200 4.300 cmT(5,3,3) o (8,1,-1) The door shown is held in static equilibrium with a tensile force perpendicular to the door. For a weight of 55 lb, determine the tension force vector, T, needed to maintain equilibrium. What is the x-component of the tension in pounds rounded to the nearest pound.FA b b Pivot F, In the figure above, 4 forces of equal magnitude act on a uniform thin metal plate. The plate has a hinge (pivot) set up at one corner as shown. Rank the four forces in order, from the least amount of torque to the greatest amount of torque generated about the pivot point. Note: Dashed lines are merely drawing aids. F3, F2, F1, F4 F3, F1, F2, F4 F4, F3, F2, F1 F2, F1, F3, F4 F4, F3, F1, F2
- A fulcrum is placed under a meter stick at its center of mass at 40 cm. This is the place where the meter stick pivots. A 150 g mass is clamped at the 10 cm mark. An unknown mass is clamped at the 50 cm mark and the system is in equilibrium. Ignoring the mass of the clamps, what is the unknown mass?Please help meIn the figure, a nonuniform bar is suspended at rest in a horizontal position by two massless cords as shown in the figure here. One cord makes the angle 8 = 34.4 with the vertical; the other makes the angle o = 55.6 with the vertical. If the length L of the bar is 3.4 m, compute the distancex from the left end of the bar to its center of mass. com
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- The uniform seesaw shown below is balanced on a fulcrum located d1 = 3.5m from the left end. The bigger boy on the left end has a mass m1 =75 kg. The smaller boy on the right end has a mass of m2 = 55 kg and is a distance d2 = 4.5 m from the fulcrum. The mass of the board is mb. Draw all forces acting on the seesaw board showing their directions and locations. Where would you draw the weight of the board? Identify and show the direction of rotations caused by the torques provided by all forces about the fulcrum. If the seesaw is in static equilibrium, write down the two conditions of static equilibrium symbolically using the forces and distances in the figure. Solve for the mass of the board. Calculate the force of fulcrum on the board.When the beam in situation is balanced , the Angle between the force and the lever arm 0 degrees. True & falseThe 600-kg uniform I-beam supports the load shown. Determine the reactions at the supports. Answers: Ax Ay = = By = p -7.5 m- +4.5 m 285 kg N N N B