Ç Electric Energy Formula ***
 The amount of electrical that is consumed by an electrical energy can be easily calculated and the cost of electrical energy used for a particular appliance can also be calculated Electrical energy calculations The amount of electrical energy transferred to an appliance depends on its power and the length of time it is switched on. The amount of mains electrical energy transferred is measured in kilowatt-hours, kWh. One unit is 1 kWh.

### Electric Energy Formula

E = P × t

• E is the energy transferred in kilowatt-hours, kWh

• P is the power in kilowatts, kW

• T is the time in hours, h.

Note that power is measured in kilowatts here instead of the more usual watts. To convert from W to kW you must divide by 1,000.

For example, 1,000 W = 1,000 ÷ 1,000 = 1 kW.

Also note that time is measured in hours here, instead of the more usual seconds. To convert from seconds to hours you must divide by 3,600.

For example, 7,200 s = 7,200 ÷ 3,600 = 2 h.

### Ohm’s Law

The most important description of electric energy is ohm’s law. It states that

“At constant temperature, the current through the conductor is directly proportional to the potential difference across the points”

i.e.  V α I

And it can also be written as V=IR

Where R is the resistance of the conductor

### Formula for calculating power from electrical energy

The formula that links energy and power is:

Energy = Power x Time.

The unit of energy is the joule, the unit of power is the watt, and the unit of time is the second.

If we know the power in watts of an appliance and how many seconds it is used we can calculate the number of joules of electrical energy which have been converted to sortie other form.

E.g. If a 40 watt lamp is turned on for one hour, how many joules of electrical energy have been  converted by the lamp?

Energy (w) = Power x Time

Energy = 40 x 3600

= 14,400 joules

### Examples of electric energy

Calculate the heat produced by an electric iron, which has a resistance of 30 ohms and takes a current  of  3 amperes when it is switched on for 15 seconds.

Energy = Power x Time

Power = I2R

=32 * 30

= 270 watts

Energy = Power x Time

= 270 x 15

= 4050 joules
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