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 7 F and that Q 0 0 Suppose the applied current is i(t) 0 3 0 1e 5t sin(25t) A Plot the voltage (t) for 0 t 7 s y(t) C i(t) dt Qo

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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

y(t) C i(t) dt + Qo

where i(t) is the applied current and Q₀ is the initial charge. Suppose that C = 10^–7 F and that Q₀ = 0. Suppose the applied current is i(t) = 0.3 + 0.1e^–5t sin(25πt) A. Plot the voltage υ(t) for 0 ≤ t ≤ 7 s.

y(t) C i(t) dt + Qo

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