In a series resistance-capacitance DC circuit, the instantaneous charge Q on the capacitor as a function of time (where

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In A Series Resistance Capacitance Dc Circuit The Instantaneous Charge Q On The Capacitor As A Function Of Time Where 1 (25.59 KiB) Viewed 32 times

In a series resistance-capacitance DC circuit, the instantaneous charge Q on the capacitor as a function of time (where t=0 is the moment the circuit is energized by closing a switch) is given by the equation Q(t)=CV(1-1)), where C, V. and R are constants. Further, the instantaneous charging current I is the rate of orl=dQ/dt change of charge on the capacitor, or 55k a Find the expression for I, as a function of time -4 b. If C-10 farads, R=10 ohms, and V=10 volts, what is the charging current after 100 seconds? (Hint When placed into the function in part a the units can be combined into amps) Chr