For a capacitor, the instantaneous form of this quantity is given by the capacitance multiplied by the voltage and the time derivative of voltage.
For a capacitor, the instantaneous form of this quantity is given by the capacitance multiplied by the voltage and the time derivative of voltage. The average for this quantity in an AC circuit incorporates the cosine of the phase angle in its definition, which is its namesake "factor". An optical quantity with this name is measured in diopters. For a circuit component, this quantity is equal to the (*) current through it times the voltage drop across it. By converting energy to force times distance, one can show that this quantity is also defined as force times velocity. For 10 points, what quantity is the rate at which work is done and has units of Watts?
For a capacitor, the instantaneous form of this quantity is given by the capacitance multiplied by the voltage and the time derivative of voltage.
power