How do I prove I=(V(sub b))/R*e^-t/RC experimentally

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To prove the equation I=(V(sub b))/R*e^-t/RC experimentally, one should use a function generator to charge a capacitor and collect relevant data. Plotting the voltage (V) against time (t) and voltage against e^-t/RC is essential for visualizing the relationship. Analyzing these graphs will help demonstrate the exponential decay behavior of the current as the capacitor charges. The provided HyperPhysics link offers a useful reference for understanding the theoretical background of capacitor charging. Properly interpreting the plotted data will validate the equation experimentally.
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1. I've been tasked with proving I=(V(sub b))/R*e^-t/RC on charging capacitor experimentally, with a function generator.
2. Can you explain the graph here http://hyperphysics.phy-astr.gsu.edu/hbase/electric/capchg.html

Well, I have a dataset, and now, uh, what? How do I prove this monster with data
 
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Plot your data, both V vs t and V vs e^-t/RC.
 
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