Calculating Torque for F1: 50N at d1-d3

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The discussion focuses on calculating torque with a force of 50N applied between distances d2 and d3. The torque equation T=(F)(Lever Arm) is highlighted, but the challenge arises from the force not being at the center of gravity. Clarifications are sought regarding the pivot point 'a' and the significance of distances d1, d2, and d3, with a request for a diagram. It is concluded that when the force's line of action passes through the pivot point, the torque is zero due to the absence of a lever arm. Understanding these principles is crucial for accurately calculating torque in physics problems.
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Homework Statement


What is the torque about a?
F1 = 50N (located between d2 and d3)
d1 = 9cm
d2 = 10cm
d3 = 8 cm


Homework Equations


T=(F)(Lever Arm)


The Attempt at a Solution


I'm extremely rusty with this material, but I realize I can't quite use the torque equation since the force isn't at the center of gravity. Any help would be appreciated.
 
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Please provide a complete description of the problem. Where's a? What are d1, d2, and d3? A diagram would help.
 
This is what I worked it out to be, just want to make sure I'm doing it right.
 

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cdornz said:
This is what I worked it out to be, just want to make sure I'm doing it right.
Looks good to me.
 
thank you! and just one more question - slightly related to torque equations in general. When the force is exerted in that direction, it is considered a moment and therefore equal to 0 correct? Because no actual force is exerted on that line? So I would then think that the torque about p would be zero.
 

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cdornz said:
thank you! and just one more question - slightly related to torque equations in general. When the force is exerted in that direction, it is considered a moment and therefore equal to 0 correct? Because no actual force is exerted on that line? So I would then think that the torque about p would be zero.
The lever arm is the perpendicular distance from the pivot point to the line of action of the force. In this case, the line of action of the force passes through p, so the lever arm and thus the torque is zero. Force is exerted, of course, but no torque.
 
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