How Does Moving Closer to the Fulcrum Affect Teeter-Totter Balance?

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SUMMARY

The discussion focuses on the physics of balance in a teeter-totter scenario involving a heavy person and a light person. When both individuals move 25 cm closer to the fulcrum, the lighter person's end of the teeter-totter will descend due to the principles of torque and leverage. The initial balance indicates that the center of gravity is at the fulcrum, and the movement alters the distances from the fulcrum, affecting the balance. Therefore, the correct answer is C: the light person's end will go down.

PREREQUISITES
  • Understanding of basic physics concepts such as torque and leverage
  • Familiarity with the concept of center of gravity
  • Knowledge of how distance from the fulcrum affects balance
  • Ability to analyze scenarios involving equilibrium and forces
NEXT STEPS
  • Study the principles of torque in physics
  • Learn about the center of gravity and its implications in balance
  • Explore real-world applications of levers and balance in engineering
  • Investigate the effects of mass distribution on equilibrium in various systems
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This discussion is beneficial for physics students, educators teaching mechanics, and anyone interested in understanding the principles of balance and leverage in physical systems.

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Homework Statement


Suppose that a heavy person and a light person are balanced on a teeter-totter made of a plank of wood. Each person now moves toward the fulcrum a distance of 25 cms. What effect will this have on the balance of the teeter-totter?
A) The heavy person's end will go down
B) The teeter-totter will remain in balance
C) The light person's end will go down
D) One cannot tell whether either end will rise or fall without knowing the relative mass of the plank
E) Only if the plank has significant mass will the light person's end go down


The Attempt at a Solution


Since the teeter-totter is initially in balance, the center of gravity is right on the fulcrum. When they move in, the lighter person's end will go down since being that it is in balance they are at different distances from the fulcrum. The lighter person, being farther away, will have a greater effect than the closer heavier person, so C, the lighter person's end will go down.

I'm not at all sure if this is right :confused:
 
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