An ideal AC voltage source is connected in series with a \(1 \ \Omega\) resistance and a \(1 \text{ H}\) inductance. The source voltage (in volts) is given by:

\[\large{V(t) = \sqrt{2} \cos(t) + \sqrt{2} \cos(2t)}\]

What is the RMS (root-mean-square) value of the current flowing in the circuit (in amps, to 3 decimal places)?

**Note:** Assume the period of the composite signal to be the fundamental period.

×

Problem Loading...

Note Loading...

Set Loading...