Electrical Power (Edexcel AS Physics): Revision Note
Exam code: 8PH0
Written by: Joanna
Updated on
Electrical Power
Work is defined as a transfer of energy
When components transfer electrical energy to other stores, work must be done because energy is transferred
Therefore, potential difference is the work done per unit charge
Current is the rate of flow of charge
These equations can be combined to give the work done by a component in an electric circuit
Power P is defined as:
The rate of doing work
In equation form, this can be written as:
Substituting the equation for work done by an electrical component gives:
Therefore, the power dissipated (produced) by an electrical device is given by:
Where
= power dissipated by the component (W)
= current in the component (A)
= potential difference across the component (V)
Substituting V = IR into the power equation allows us to write power in terms of resistance R
The squared current and voltage in these equations mean that:
for a given resistance, if the current or voltage doubles, the power will quadruple
for a given power, if the resistance quadruples, then the current will be halved, but the voltage will be doubled
Worked Example
Two lamps are connected in series to a 150 V power supply.

Which statement is correct?
A. Both lamps light normally
B. The 15 V lamp blows
C. Only the 41 W lamp lights
D. Both lamps light at less than their normal brightness
Answer: A

Examiner Tips and Tricks
You can use the mnemonic “Twinkle Twinkle Little Star, Power equals I squared R” to remember whether to multiply or divide by resistance in the power equations.
Which equation to use will depend on whether the value of current or voltage has been given in the question.
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