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An initially uncharged 4.95 μF capacitor and a 7.17 kΩ resistor are connected in series at time t = 0 to a 1.50 V battery that has negligible internal resistance. What is the initial current I0 in the circuit in milliamperes? I0 = mA Calculate the circuit's time constant τ in milliseconds. τ = ms How much time t, in milliseconds, must elapse from the closing of the circuit for the current to decrease to 2.29% of its initial value? t = ms

An initially uncharged 4.95 μF capacitor and a 7.17 kΩ resistor are connected in series at time t = 0 to a 1.50 V battery that has negligible internal resistance. What is the initial current I0 in the circuit in milliamperes? I0 = mA Calculate the circuit's time constant τ in milliseconds. τ = ms How much time t, in milliseconds, must elapse from the closing of the circuit for the current to decrease to 2.29% of its initial value? t = ms

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An initially uncharged 4.95 μ F capacitor and a 7.17 k Ω resistor are connected in series at time t = 0 to a 1.50 V battery that has negligible internal resistance.
What is the initial current I 0 in the circuit in milliamperes?
I 0 =
◻ m A
Calculate the circuit's time constant τ in milliseconds.
τ = ◻ m s
How much time t , in milliseconds, must elapse from the closing of the circuit for the current to decrease to 2.29 % of its initial value?
t =
◻ m s

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