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Welcome to our Physics lesson on Other Forms of Writing the Formula of Electric Power, this is the fourth lesson of our suite of physics lessons covering the topic of Electric Power and Efficiency, you can find links to the other lessons within this tutorial and access additional physics learning resources below this lesson.
From Ohm's Law, we know that
for a certain appliance and
for the whole circuit. Substituting these two formulae in the equations of output and input power, we obtain
and
These formulae are used when current and resistances are given but not the potential difference of electromotive force.
On the other hand, when potential difference (or emf) and resistance (but not the current) are given, we write
for a certain appliance and
for the whole circuit.
Multiplying the above expressions by the time t, we obtain the work done (the useful energy consumed) by the appliance and the total energy delivered by the source in terms of resistance R:
and
An electric heater has 1200 W of output power. If the heater operates at 240 V, what is the resistance of heater?
In this exercise, the current and resistance are not given, so we can use the formula
to calculate the resistance, where ΔV = 240 V and Poutput = 1200 W.
Hence, we have
You have reached the end of Physics lesson 15.6.4 Other Forms of Writing the Formula of Electric Power. There are 4 lessons in this physics tutorial covering Electric Power and Efficiency, you can access all the lessons from this tutorial below.
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