A complex AC waveform has an instantaneous current given by $i(t) = 3 + 4\sin(\omega t) + 2\sin(3\omega t)$. What is the RMS value of this current?

The domestic power supply in India is 220 V AC. This 220 V refers to which quantity?

Using an A.C. Voltmeter the potential difference in the electrical line in a house is read to be 234 volt. If the line frequency is known to be 50 cycles/second, the equation for the line voltage is.

What is the instantaneous value of an AC current at t = 0, if the equation is given by $I = 10\sin(100\pi t)$?

The peak value of an AC signal is 10V. What is its RMS value?

If an ac main supply is given to be 220 V. What would be the average e.m.f. during a positive half cycle

The average value of a complete cycle of AC is:

An AC voltage source with $V_{rms} = 100V$ is connected to a purely resistive load. If the peak instantaneous power delivered to the load is 200W, what is the average power delivered?

An AC voltage source has a peak value of 100V. What is its RMS value?

A non-ideal inductor with inductance L and internal resistance r is connected to an AC source with voltage $v(t) = V_m\sin(\omega t)$. If the instantaneous current through the inductor is $i(t) = I_m\sin(\omega t - \phi)$, which of the following expressions CORRECTLY represents the average power dissipated in the inductor?

An AC current has an RMS value of 2A. What is the average value of the current over a full cycle?