A painter on a platform raises herself by pulling on a rope connected to a system of pulleys as shown above. The painter and the platform combined weight is 100 kg. The painter applies a tension force of magnitude T=200N to one end of the rope. We want to find the combined acceleration of the unit. 1) Draw a free body diagram of forces acting on the combined system of the painter and platform. Look closely at the rope-pulley system and count the number of ropes. (1 point) 2) Using the Newton's second law find the acceleration a of the whole unit. (2 points) 3) The painter has reached the desired height and attached her end of the rope to the platform. Compute the tension in the rope. (2 point) If the rope on that the painter was pulling on now extends to the ground and is pulled by a co-worker with the same amplitude T=200N, what is now the acceleration of the whole unit? (2 points)

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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A painter on a platform raises herself by pulling on a rope connected to a system of pulleys as
shown above. The painter and the platform combined weight is 100 kg. The painter applies a
tension force of magnitude T=200N to one end of the rope. We want to find the combined
acceleration of the unit.
1) Draw a free body diagram of forces acting on the combined system of the painter and
platform. Look closely at the rope-pulley system and count the number of ropes. (1
point)
2) Using the Newton's second law find the acceleration a of the whole unit. (2 points)
3) The painter has reached the desired height and attached her end of the rope to the
platform. Compute the tension in the rope. (2 point)
If the rope on that the painter was pulling on now extends to the ground and is pulled
by a co-worker with the same amplitude T=200N, what is now the acceleration of the
whole unit? (2 points)
Transcribed Image Text:A painter on a platform raises herself by pulling on a rope connected to a system of pulleys as shown above. The painter and the platform combined weight is 100 kg. The painter applies a tension force of magnitude T=200N to one end of the rope. We want to find the combined acceleration of the unit. 1) Draw a free body diagram of forces acting on the combined system of the painter and platform. Look closely at the rope-pulley system and count the number of ropes. (1 point) 2) Using the Newton's second law find the acceleration a of the whole unit. (2 points) 3) The painter has reached the desired height and attached her end of the rope to the platform. Compute the tension in the rope. (2 point) If the rope on that the painter was pulling on now extends to the ground and is pulled by a co-worker with the same amplitude T=200N, what is now the acceleration of the whole unit? (2 points)
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