The voltage at both ends of the small bulb is 3.8V, and the current passing through is 0.3A. Within 10min, the current does work on -- J and consumes -- J's electric energy To get the formula, the process

The voltage at both ends of the small bulb is 3.8V, and the current passing through is 0.3A. Within 10min, the current does work on -- J and consumes -- J's electric energy To get the formula, the process


Power: P = UI = 3.8 * 0.3 = 1.14w
W=P*t=1.14*10*60=684J
Current work = consumed energy = 684j



If the voltage at both ends of a bulb is 220 V and the maximum energy consumed within 10 min is 2.4 * 10000 J, what is the power? Current? Resistance?


P=W/t=24000/(10*60)=40W
I=P/U=40W/220V=0.18A
R = u ^ 2 / P = 220 * 220 / 40 = 1210 Ω (or r = u / I = 220 / 0.18 = 1222 Ω, the difference is because the current of the latter is about equal to, so there is error)