Suppose you use an ideal pulley of the type shown in Figure (a) to support a car engine of mass 115 kg.
(a) What would the tension in the rope be? N
(b) What force must the ceiling supply, assuming you pull straight down on the rope? Neglect the pulley system's mass. N (upward)
a) in the firgure a
balancing the forces on the lower pulley
2T - mg = 0
T = 115 * 9.8/2
T = 563.5 N
the tension in the rope is 563.5 N
b)
at the ceiling
the forces on the ceiling = 3 T downwards
Force on the ceiling = 3 * 563.5
Force on the ceiling = 1691 N
the force on the ceiling is 1691 N
Suppose you use an ideal pulley of the type shown in Figure (a) to support a...
Suppose you use an ideal pulley of the type shown in Figure 5.18(b) and find it necessary to exert a force of 300 N to support a load. Figure 5.18 (a) What is the load's mass? kg (b) What force is exerted on the ceiling? Neglect the pulley system's mass. N (upward)
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You pull downward with a force of 24.8 N on a rope that passes over a disk-shaped pulley of mass 1.40 kg and radius 0.0739 m. The other end of the rope is attached to a 0.677-kg mass. Calculate the tension in the rope on both sides of the pulley. Enter tension for the part of the rope that you are pulling on first. Then enter the tension for the part of the rope with the mass.
The figure shows a man sitting in a bosun's chair that dangles from a massless rope, which runs over a massless, frictionless pulley and back down to the man's hand. The combined mass of man and chair is 83.1 kg. With what force magnitude must the man pull on the rope if he is to rise (a) with a constant velocity and (b) with an upward acceleration of 1.27 m/s2? (Hint: A free-body diagram can really help.) Problem continues below....
The figure shows a man sitting in a bosun's chair that dangles from a massless rope, which runs over a massless, frictionless pulley and back down to the man's hand. The combined mass of man and chair is 66.7 kg. With what force magnitude must the man pull on the rope if he is to rise (a) with a constant velocity and (b) with an upward acceleration of 1.34 m/s2? (Hint: A free-body diagram can really help.) Problem continues below....
You pull downward with a force of 25 N on a rope that passes over a disk-shaped pulley of mass 1.3 kg and radius .075m. The other end of the rope is attached to a .67 kg mass. a. Is the tension in the rope the same on both sides of the pulley? If not, which side has the largest tension? b. Find the tension in the rope on both sides of the pulley.
You pull downward with a force of 23.7 N on a rope that passes over a disk-shaped pulley of mass 1.32 kg and radius 0.0757 m. The other end of the rope is attached to a 0.665-kg mass. Calculate the tension in the rope on both sides of the pulley. Enter tension for the part of the rope that you are pulling on first. Then enter the tension for the part of the rope with the mass. Submit Answer Tries...
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