In the circuit shown in the figure above a generator supplies a voltage of E ( t

Question

In the circuit shown in the figure above a generator supplies a voltage of E(t)=50sin(20t)V, the inductance is L=2H, the resistance is R=10?, and I(0)=0. Find the current after t seconds.
I(t)= .

Hint: from EL+ER=E(t) we get LI?+RI=E(t)

In the circuit shown in the figure above a generator supplies a voltage of E(t)=50sin(20t)V, the inductance is L=2H, the resistance is R=10?, and I(0)=0. Find the current after t seconds.
I(t)= .

Hint: from EL+ER=E(t) we get LI?+RI=E(t) In the circuit shown in the figure above a generator supplies a voltage of E(t)=50sin(20t)V, the inductance is L=2H, the resistance is R=10?, and I(0)=0. Find the current after t seconds.I(t)= (1/17)(54e^(-5t)-20cos(20t)+5sin(20t))

Explanation / Answer

I have clearly explained the step by step derivation of I(t);

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