There are two bulbs marked with "6V, 3W" and "6V, 6W" respectively. If they are connected in series in the circuit, so that one of the bulbs can light normally, the voltage applied to both ends of the series circuit is () A. 9VB. 12VC. 18VD. 6V

There are two bulbs marked with "6V, 3W" and "6V, 6W" respectively. If they are connected in series in the circuit, so that one of the bulbs can light normally, the voltage applied to both ends of the series circuit is () A. 9VB. 12VC. 18VD. 6V


According to the famous brand information, the rated voltage and rated power of the two bulbs, the rated current and bulb resistance of the two bulbs are: rated current I1 = p1u1 = 3w6v = 0.5A, bulb resistance R1 = u1i1 = 6v0.5a = 12 Ω; rated current I2 = p2u2 = 6w6v = 1a, bulb resistance R2 = u2i2 = 6v1a = 6 Ω; the two bulbs are connected in series to make them



"6V 3W" and "3V 6W" bulbs are connected in series in the circuit. What is the current and maximum voltage?


"6V 3W" and "3V 6W" bulbs are connected in series in the circuit. The current is based on the bulb with the largest rated voltage and the smallest power, because its resistance is the largest and the current is the smallest. That is: 1. The rated current of two bulbs in series: I = P / u = 3 / 6 = 0.5 (a) 6V, 3W bulb resistance: r = u × U / P = 6 × 6 / 3 = 12 (Ω) 3V



A small bulb is marked with 6V 3W. When the voltage applied to the bulb is 3V, what is the current and power passing through the bulb?
When the voltage applied to the small bulb is 0? At this time, the resistance of the bulb is? What is the power?


R = u ^ 2 / P = (6V) ^ 2 / 3W = 12 Ω
I1 = U1 / r = 3V / 12eu = 0.25A;
P=U1I1=3V*0.25A=0.75W



If the bulb marked with "6v-3w" is connected to a 3V circuit, the power consumed by the bulb is (3 / 4) W. if the bulb is connected to a 9V circuit and makes it shine normally, a circuit with a resistance value of (6) ohm should be connected in series, and the power consumed by the resistor is (1.5) W
Why 1.5? I don't quite understand,


From 6v-3w, the bulb resistance is 12 Ω, and the current is 0.5 a when the lamp is normally emitting. In the title, it is said that if a 6 Ω resistor is normally emitting, then the current is 0.5 A, the bulb gets 6V voltage, and the resistor gets 3V voltage, from P = UI = 3V * 0.5A = 1.5W