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4. A series resistor-capacitor-inductor (RLC) circuit may be described by the ordinary differential equation dl dQ L+RI+= V(t), where I = dt dt Find the general solution using the following values: R = 50, L = 5 H, C = 0.005 F and V(t) = 300 cos (100t) + 400 sin(100t) V.

4. A series resistor-capacitor-inductor (RLC) circuit may be described by the ordinary differential equation dl dQ L+RI+= V(t), where I = dt dt Find the general solution using the following values: R = 50, L = 5 H, C = 0.005 F and V(t) = 300 cos (100t) + 400 sin(100t) V.

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4. A series resistor-capacitor-inductor (RLC) circuit may be described by the ordinary differential equation dl dQ L+RI+= V(t), where I = dt dt Find the general solution using the following values: R = 50, L = 5 H, C = 0.005 F and V(t) = 300 cos (100t) + 400 sin(100t) V.
Transcribed Image Text:4. A series resistor-capacitor-inductor (RLC) circuit may be described by the ordinary differential equation dl dQ L+RI+= V(t), where I = dt dt Find the general solution using the following values: R = 50, L = 5 H, C = 0.005 F and V(t) = 300 cos (100t) + 400 sin(100t) V.
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