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Electricity and Circuits

Calculating electrical power

  • 2 things to know
  • Paper 6

Overview

Power as current times potential difference, why larger currents or voltages transfer power faster, the current squared times resistance equation, and calculations from each.

What you need to know

Answer each one before you reveal it.

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Key term

Explain how potential difference and current together decide the power of a heater or lamp, and state the equation for electrical power.

Key term

How is the power transferred by a circuit device related to the current in it and the potential difference across it?

Questions from this subtopic

Each one with the model answer underneath.

  1. 1

    How is the power transferred by a circuit device related to the current in it and the potential difference across it?

    Model answer

    The power is the current multiplied by the potential difference.

  2. 2

    Why does a device carrying a larger current at the same potential difference transfer power faster?

    Model answer

    More charge passes each second and each coulomb transfers the same energy, so more energy is transferred each second.

  3. 3

    Why does a 230 V heater transfer power faster than a 12 V heater carrying the same current?

    Model answer

    Each coulomb transfers more energy at the higher potential difference, so more energy is transferred each second.

  4. 4

    Two lamps are connected across the same supply and one draws a larger current. Which lamp is brighter, and why?

    Model answer

    The lamp drawing the larger current is brighter, because at the same potential difference its power is greater.

  5. 5

    Explain why a high-power appliance connected to the mains needs a large current.

    Model answer

    Power is current multiplied by potential difference, so with the mains potential difference fixed a large power requires a large current.

  6. 6

    Which equation links electrical power, current and potential difference?

    Model answer

    Power in watts equals current in amperes multiplied by potential difference in volts.

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