Another torque question (no math)

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In a system at equilibrium, the counterclockwise torque is equal to the clockwise torque, ensuring no net rotational acceleration occurs. While counterclockwise torque is considered positive and clockwise torque negative, the key point is their magnitudes must balance out. The discussion clarifies that it is the sum of the moments, not forces, that equals zero in rotational equilibrium. Understanding this relationship is crucial for analyzing torque in static systems. This foundational concept is essential for solving torque-related problems in physics.
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Homework Statement


What is the relationship between the counter clock wise torque and the clock wise torque when the system is in equilibrium?

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The Attempt at a Solution


The counter clock wise has a positive value and clock wise has a negative value. The negative and positive values don't matter because the sum of all forces is zero anyways?
 
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Key work here is "equilibrium" which means the torque is not causing rotational acceleration.

Your statement, "The negative and positive values don't matter because the sum of all forces is zero anyways?" is a bit off, but I know what you mean and it's basically correct. But it's not the values don't matter, it's that they are equal. Also, it's the sum of the moments that is equal to zero for rotational systems in equilibrium, not forces.
 
ohhh thanks! i understand
 
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