The equation for the voltage (t) across a capacitor as a function of time is where i(t) is the applied current and Q 0 is the initial charge Suppose that C 10 6 F and that Q 0 0 If the applied current is i(t) 0 01 0 3e 5t sin(25t) 10 3 A, use MuPAD to obtain the voltage (t) v(t) i(t) dt Qo

Question: The equation for the voltage (t) across a capacitor as a function of time is where i(t) is the applied current and Q 0 is

The equation for the voltage υ(t) across a capacitor as a function of time is

v(t) i(t) dt + Qo

where i(t) is the applied current and Q₀ is the initial charge. Suppose that C = 10^-6 F and that Q₀ = 0. If the applied current is i(t) = [0.01 + 0.3e^-5t sin(25υt)]10^-3 A, use MuPAD to obtain the voltage υ(t).

v(t) i(t) dt + Qo

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