Find Inductance: Lab Experiment & Graph Analysis

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Homework Statement



Find the inductance L. This is for a lab experiment. For a resistor-inductor series circuit, I have a graph of a triangular input waveform from a generator and the voltage across the inductance, VL, as a function of time. I also have the value of the resistance R.

The Attempt at a Solution



Well, given this information, I need to find the value of L. I've looked over the equations which seem most relevant but I can't find a suitable one. What am I overlooking?
 
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Without knowing how your graph looks or any other specifics of your problem, it's a bit hard for me to help, I don't know about anyone else. Here's what I can tell you:

You know that

[tex]V = L \frac{dI}{dt} = L \frac{\Delta I}{\Delta t}[/tex]

which will give you the voltage drop across the inductor.
 
Yeah that's what we did, we rearranged the equation to be L=RV(dt/dv)