A capacitor is charged to a potential of 12.0 V and then connected to a voltmeter having an
internal resistance of 3.40 MΩ. After a time of 4.00 s the voltmeter reads 3.0 V. What are
(a) the capacitance and (b) the time constant of the circuit?
We know that
"Q=q_0e^\\frac{-t}{RC}"
Q=CV
"V=V_0e^\\frac{-t}{RC}"
"V=12\\times e^\\frac{-4}{3.40\\times10^6\\times C}"
(2)
Time constant
"\\tau =RC"
"\\tau=3.40\\times10^6\\times C"
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