The parallel RLC circuit shown in the figure is in resonance. In this circuit, 
The time constant of the network shown in the figure is 
In the circuit shown in the figure, $V_s = V_m \sin 2t$ and $Z = 1 - j$. The value of $C$ is chosen such that the current $I$ is in phase with $V_s$. The value of $C$ in farad is, 
What is the value of $R_C$ in the circuit at resonance? 
The parallel RLC circuit shown in the figure is in resonance. In this circuit, 
In the circuit shown in the figure, $V_s = V_m \sin 2t$ and $Z = 1 - j$. The value of $C$ is chosen such that the current $I$ is in phase with $V_s$. The value of $C$ in farad is, 
What is the value of $R_C$ in the circuit at resonance? 
In the system shown below, $x(t)=\sin(t)u(t)$. In steady-state, the response $y(t)$ will be 