How Do I Calculate the Position of a Mass Pole System Under Applied Force?

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To calculate the x,y position of a mass pole system under an applied force, one must consider the torque applied at the pivot and the moment arm's length, which is specified as 11 units. The mass of the system is not defined, nor is the mass of the connecting rod, which complicates the analysis. The position over time is influenced by the moment of inertia of both the mass and the moment arm, as well as the applied torque. A transient response to an impulse input is sought, indicating a need for dynamic analysis. Understanding these factors is crucial for accurately determining the system's behavior over time.
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I want to know the x,y position at the time t of this system when I apply a force in the direction showed, how do I find it?

http://img152.imageshack.us/img152/7937/systemfr8.gif
 
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We respectfully request students (and others) to show some effort and work.

This is a problem in which a torque is applied at a pivot to which a mass is attached by a moment arm, which in this case has length 11 (no units specified). The mass m is also not specified, and it's not clear whether or not the mass of the connecting arm (or rod) has a mass.

The position as a function of time will depend on the moment of inertia of the moment arm and mass, m, and the applied torque.

Here is a nice reference - http://hyperphysics.phy-astr.gsu.edu/hbase/mi.html

http://hyperphysics.phy-astr.gsu.edu/hbase/n2r.html#n2r
 
sorry for the delay Astronuc >_<.

What I want, is to know the transient response to an impulse input to that system. The length of the rod is L1 and massless
 
Here is something I made, can someone correct my homework?

Maybe Mabauti can calculate the solution for me, so I can see how the thing rotates in function of time.
 

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