Is the Problem of the Rotating Rod Solvable with Given Details?

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The discussion centers on a physics problem involving a uniform rod in equilibrium with an upward force applied. The rod is 200cm long, has a weight of 50 dynes, and a force of 200 dynes is applied 15cm from the right edge. Participants question how the rod can remain in equilibrium and express confusion over measuring the rod's weight in dynes, a unit of force. The conversation emphasizes the need to consider all forces acting on the rod to determine the point of rotation. Ultimately, the problem's solvability hinges on understanding the forces and moments involved.
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I was wondering if this problem could be solved as it is or if there is something missing from the problem.

A uniform rod 200cm in length is in equilibrium. An upward force of 200 dynes is applied 15cm from the right edge. If the rod is 50 dynes. At what point will the rod rotate about?
 
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Drew777 said:
I was wondering if this problem could be solved as it is or if there is something missing from the problem.

A uniform rod 200cm in length is in equilibrium. An upward force of 200 dynes is applied 15cm from the right edge. If the rod is 50 dynes. At what point will the rod rotate about?

How can a rod be measured in dynes? Dynes is a unit of force.
 
DaveC426913 said:
How can a rod be measured in dynes? Dynes is a unit of force.

I guess it is taking everything into consideration and making the weight the downward force.
How can this rod stay in equilibrium is what I am wondering?
 
DaveC426913 said:
How can a rod be measured in dynes? Dynes is a unit of force.

Probably the same way you measure a person in pounds.
 

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