Circular Motion Seesaw Balance Question

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SUMMARY

The discussion centers on understanding torque in a seesaw balance scenario, specifically using the torque equation t = r * F * sin(theta). The key focus is on achieving equilibrium by ensuring the sum of the torques around the fulcrum is zero. Participants emphasize the importance of selecting an appropriate axis for torque calculations and clarifying the role of force (F) in the equation. The conversation highlights the need for precise details in problem statements to facilitate effective assistance.

PREREQUISITES
  • Understanding of torque and its calculation using the equation t = r * F * sin(theta)
  • Knowledge of equilibrium conditions in physics
  • Familiarity with the concept of a fulcrum in lever systems
  • Ability to analyze forces and their effects on rotational motion
NEXT STEPS
  • Study the principles of rotational equilibrium in physics
  • Learn how to calculate torque for various lever systems
  • Explore the impact of different mass combinations on seesaw balance
  • Investigate the role of angles in torque calculations
USEFUL FOR

Students studying physics, particularly those focusing on mechanics and rotational dynamics, as well as educators seeking to enhance their teaching of torque and equilibrium concepts.

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Homework Statement


Describe the relationship between the resulting torque from each scenario using the torque equation.

Question this question is addressing- Using the bricks from the materials on the right, create and record 10 different combinations of two unequal masses that result in a balanced system.

Homework Equations


t= r*Fsin(theta)

The Attempt at a Solution



I am assuming theta is 90, seeing as torque is perpendicular and the balance is flat because it is in equilibrium. But I am very confused on F in this equation and I am wondering how you would relate this equation to a balanced system.

Thanks in advance for the help!
 
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First, you need to pick an axis to take torques about. You mention a seesaw, so the fulcrum seems the most reasonable point. (Depending on the question details, there could be a better choice.)
For a balanced system, the sum of the torques is zero. So you need to use the formula you quoted to find the torque from each force about the chosen axis. Pay attention to signs.
Your question is a bit vague. If I have not answered it, please provide full details of the problem are stuck on and where you are up to in solving it.
 

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