You are trying to move a light fixture into an apartment. There are hooks in the elevator so you hang the fixture on a hook with a chain. You don't want the fixture to touch the walls, so you attach a rope to the side and are pulling horizontally as shown, holding the fixture stationary with respect to the elevator. Note θ=35 degrees. As the elevator ascends vertically, the magnitude of the force from the chain on the fixture as a function of the vertical position of the elevator, y, is Fcf(y)=F0e-y/y1 where F0=149 N and y1=4.9 m. I want to find: The tension force in the horizontal rope as a function of y is Frf(y)=F1e−y/y1 where F1=83 N and y1=4.9 m. What is the work done by the tension in the rope on the fixture as the elevator moves from y=0 to y=8.33 m?
You are trying to move a light fixture into an apartment. There are hooks in the elevator so you hang the fixture on a hook with a chain. You don't want the fixture to touch the walls, so you attach a rope to the side and are pulling horizontally as shown, holding the fixture stationary with respect to the elevator. Note θ=35 degrees.
As the elevator ascends vertically, the magnitude of the force from the chain on the fixture as a function of the vertical position of the elevator, y, is
Fcf(y)=F0e-y/y1
where F0=149 N and y1=4.9 m.
I want to find:
The tension force in the horizontal rope as a function of y is
Frf(y)=F1e−y/y1
where F1=83 N and y1=4.9 m. What is the work done by the tension in the rope on the fixture as the elevator moves from y=0 to y=8.33 m?


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