Find the Current After the Capacitors Have Lost 80% of Stored Energy

AI Thread Summary
The discussion revolves around calculating the current in a circuit after capacitors have lost 80% of their stored energy. The initial charge on each capacitor is 3.00 nC, and the user attempted to find the voltage using the formula V = Q/C, leading to an unreasonably high voltage calculation. The response highlights the need to verify arithmetic and emphasizes that the 80% energy loss must be factored into the calculations. The user is encouraged to reassess their approach to include the energy loss in order to determine the correct current. Accurate calculations are crucial for solving the problem effectively.
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Homework Statement


In the circuit shown in the figure each capacitor initially has a charge of magnitude 3.00nC on its plates.

A) After the switch S is closed, what will be the current in the circuit at the instant that the capacitors have lost 80.0% of their initial stored energy?

Image attached

Homework Equations


C=Q/V
V-IR


The Attempt at a Solution



Knowing that V = Q/C I tried to calculate the voltage

V = (3x10-9C)(1/15x10-12F + 1/20x10-12F + 1/10x10-12F)

V = 1x1024

Then using V=IR
I = V/R

I got 4x1022

It says this is wrong and I'm not sure what else to try. Help would be appreciated.
 

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Your calculated voltage looks awfully high. Better check your arithmetic.

I don't see where you've accounted for the 80% drop in energy.
 
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