The electric power of an electric heater is 1500W. If the electric heater works for 20min every day, it will consume electric energy for 30 days______ Degree

The electric power of an electric heater is 1500W. If the electric heater works for 20min every day, it will consume electric energy for 30 days______ Degree


Electric power P = 1500W = 1.5KW, 30 day working time t = 30 × 13h = 10h, 30 day energy consumption w = Pt = 1.5kw × 10h = 15kw · H



Connect the electric heater with the rated voltage of 220 V into the circuit, and first adjust the temperature adjusting knob of the electric heater to the high temperature position. If the current through the electric heater is 7.27 a at this time, how much work has the current done in 15 minutes? If the current through the heater is 2.73a, how much work has the current done in 15min? How much electricity is consumed by the heater in this 30 minutes?


When the temperature control knob of the electric heater is adjusted to the high temperature position, the work done is: W1 = ui1t1 = 220 V × 7.27 a × 15 × 60 s = 1439460 J; when the temperature control knob is adjusted to the low temperature position, the work done is: W2 = ui2t2 = 220 V × 2.73 a × 15 × 60 s = 540540540 J; then the electric heater consumes a total of W = W1 + W2 = 1439460 j + 540540 540 J = 1.98 × 106 J in 30 min; answer: when the temperature control knob of the electric heater is adjusted to the high temperature position, the work done is: When the temperature control knob is set to the low temperature position, the work done is 540540j; then the electric heater consumes 1.98 × 106j of electric energy in 30 minutes



What kind of energy does an electric fan convert? Can it be wind energy? What kind of energy does an electric heater like an electric fan convert
Can electric heater be wind energy and heat energy


The electric fan converts electric energy into kinetic energy and then into wind energy. If the electric heater has no fan, it is converting electric energy into heat energy



When a "220V 60W" electric lamp works under the voltage of 220V, (1) try to find the resistance of the lamp; (2) when it works under the voltage of 220V
(3) if you use three hours every night, how much electricity do you use in a month (30 days)?


Power = voltage * current, we can know that the current is 0.27A, the resistance is 220 / 0.27, which is about 815 ohm. This lamp is 0.06kw per hour
Every day is 0.18kw, every month is 5.4kw, that is 5.4 kwh



There is a single-phase lighting transformer with a capacity of 10kV and a voltage of 3300 / 220V
(emergency help) there is a single-phase lighting transformer with a capacity of 10kV and a voltage of 3300 / 220V. If you want to connect 60W and 220V incandescent lamps on the side of the secondary winding, if you want the transformer to operate under the rated load, how many such lamps can be connected? And find out the current of the primary secondary winding


You said the capacity should be 10KVA, 10kV is the voltage level
If it is 10KVA, 3300 to 220 transformer
According to the formula P = (3 ^ 0.5) UI
The rated current of primary side is 1.7495a, and that of secondary side is 26.2432a
N = 10KVA * 1000 / 60W = 166.67, that is 167