(0 volts, 0 < t < 1 (2 volts, x > 1 which the resistance is 10 ohms and the capacitance is 0.32 farad. If the initial charge 1. An electromotive force E(t) = is applied to an RC-series circuit in q(0) = 0, (a) Specify the differential equation as an IVP for the RC-series circuit. (b) Apply Laplace Transform to solve the IVP and find the charge q(t) at any time t.
(0 volts, 0 < t < 1 (2 volts, x > 1 which the resistance is 10 ohms and the capacitance is 0.32 farad. If the initial charge 1. An electromotive force E(t) = is applied to an RC-series circuit in q(0) = 0, (a) Specify the differential equation as an IVP for the RC-series circuit. (b) Apply Laplace Transform to solve the IVP and find the charge q(t) at any time t.
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1. An electromotive force ?(?)={0 volts,0≤?<12 volts,?≥1 is applied to an RC-series circuit in which the resistance is 10 ohms and the capacitance is 0.32 farad. If the initial charge ?(0)=0,
(a) Specify the differential equation as an IVP for the RC-series circuit.
(b) Apply Laplace Transform to solve the IVP and find the charge ?(?) at any time t.
Transcribed Image Text:(0 volts, 0 <t<1
(2 volts, x 2 1
which the resistance is 10 ohms and the capacitance is 0.32 farad. If the initial charge
1. An electromotive force E (t) =
is applied to an RC-series circuit in
q(0) = 0,
(a) Specify the differential equation as an IVP for the RC-series circuit.
(b) Apply Laplace Transform to solve the IVP and find the charge q(t) at any time t.
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