Elevator Problem: 10700 Joules Lifts 3900N by 9 Ropes

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SUMMARY

The discussion centers on calculating how far an elevator weighing 3900 Newtons can be lifted using 10700 Joules of work through a frictionless pulley system with 9 ropes. The relevant equations include work (w = fd), force (f = ma), and weight (w = mg). The user initially struggled with the acceleration variable but concluded that the force exerted by the elevator's weight is sufficient for the calculation, ultimately determining that the number of ropes does not affect the distance calculation.

PREREQUISITES
  • Understanding of basic physics concepts such as work, force, and weight.
  • Familiarity with the equations of motion: w = fd, f = ma, and w = mg.
  • Knowledge of pulley systems and their mechanics.
  • Ability to perform unit conversions and basic algebraic manipulations.
NEXT STEPS
  • Study the principles of mechanical advantage in pulley systems.
  • Learn about energy conservation in frictionless systems.
  • Explore advanced applications of Newton's laws in real-world scenarios.
  • Investigate the effects of friction on pulley systems and how to account for it in calculations.
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Students studying physics, engineers working with mechanical systems, and anyone interested in understanding the dynamics of pulley systems and work-energy principles.

helppleaseee
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A system of pulleys is used to lift an elevator that weighs 3900 Newtons. The pulley system uses 9 ropes to support the load. How far would 10700 joules of input work lift the elevator? Assume the pulley system is frictionless.

Homework Equations


w=fd
f=ma
w=mg

The Attempt at a Solution


w=fd
10700=fd
and so i tried to solve for f using f=ma...i found m using w=mg (3900=m*9.81=397.55) but we're not given the acceleration so I'm stuck!
 
Last edited:
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You have the weight of the elevator. So f=3900N? Try that.
 
then what do i do with the 9 because there are 9 ropes?
...maybe multiply it??
 
nvm i got it...you just ignore the 9 ropes
 

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