The more work the current does per unit time, the greater the electric power, right?

The more work the current does per unit time, the greater the electric power, right?


Electric power P = w / T, w = IRT * t, so p = IRT, that is, the more work the current does in unit time, the greater the electric power



Is the amount of work done by the current related to the electric power


The physical quantity indicating the work done by current is electric work W, and w = Pt. Thus, the work done by current is related to electric power and power on time. Therefore, the work done by current is related to electric power



The correct statement about power is: the more work a does, the greater the power; the shorter the time B does, the greater the power; the faster the work C does, the greater the power
The longer it takes d to do the same work, the greater the power


P=W/t
W / T is the work done per unit time (similar to speed: the distance traveled per unit time). It represents the speed of work (speed is the speed of an object's motion)



Is electric work a physical quantity indicating the speed of work done by the current or a physical quantity indicating the amount of work done by the current?


A physical quantity indicating the work done by an electric current



Ask weakly: "why do we say that electric power is a physical quantity that indicates how fast the current does work?"


Work done by electric current w = uitah, with electric current, P = w / T = UI, with electric current, P = w / T is to calculate all power, including electric power, P = UI is just to calculate electric power, which is not clear