What is the current through the inductor as a function of time?

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The discussion focuses on determining the current through an inductor in response to a current pulse that rises to 10.0A for 200 microseconds and then returns to zero. The relevant equation provided is I = E/R(1-e^-t/T), although there is uncertainty about its applicability. Participants express the need for the circuit diagram (Figure P32.20) to better understand the problem. The challenge lies in applying the correct approach to model the inductor's behavior over time. Overall, the thread highlights the importance of visual aids in solving circuit-related problems.
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Homework Statement


A current pulse is fed to the partial circuit shown in Figure P32.20. The current begins at zero, becomes 10.0A between t=0 and t= 200microseconds and then is zero once again. Determine the current in the inductor as a function of time.


Homework Equations



I= E/R(1-e^-t/T)

The Attempt at a Solution



not really sure what to do here or if that is even the right equation to use.
 
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Well, first you should show us Figure P32.20.
 
sorry, I was going to copy and paste it but it wouldn't let me so I had to do it myself.

http://i848.photobucket.com/albums/ab41/tag16/physics2.jpg?t=1259619240
 
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