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Resistance

  • 9 subtopics
  • 27 things to know
  • Component 2

What Resistance covers

Resistance is examined in Component 2, Electricity and the Universe. It covers potential difference and the volt, resistance, Ohm's law and the ohm, I–V characteristics of a metal wire and a filament lamp, electrical power and energy transfer, the microscopic origin of resistance, resistivity and the equation R = ρl/A, resistance and temperature, superconductivity and the transition temperature and high temperature superconductors and their uses.

Where it is assessed

Component 2

Electricity and the Universe.

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The 9 subtopics

Each one has its own page.

What you need to know

Answer each one before you reveal it.

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Key term

State the equation for potential difference in terms of energy and charge, defining every symbol and its unit.

Key term

State the defining equation for resistance, giving every symbol and its unit.

Key term

State the equation for the power dissipated in a component in terms of current and potential difference.

Key term

State the equation for the resistance of a uniform wire in terms of resistivity, defining every symbol and its unit.

Key term

Outline how the resistivity of a metal in the form of a wire is determined experimentally.

Key term

Why is the diameter of the wire measured at several places along it in a resistivity experiment?

Key term

For a graph of current against potential difference, what does the gradient at a point represent?

Key term

Explain, in terms of electrons and ions, why a metal has electrical resistance.

Key term

How does the resistance of a metal wire vary with temperature over a wide range?

Key term

What is meant by superconductivity?

Key term

What is meant by a high temperature superconductor?

Key term

Define the potential difference between two points in a circuit.

Key term

Define the resistance of a component.

Key term

Why does the I–V characteristic of a filament lamp still pass through the origin?

Key term

Show how P = IV follows from the definitions of current and potential difference.

Key term

What happens to the energy an electron loses when it collides with a lattice ion?

Key term

Why does the resistance of a metal increase as its temperature rises?

Key term

Define the superconducting transition temperature.

Key term

Why is a transition temperature above 77 K such an important threshold?

Key term

Express the volt in terms of the joule and the coulomb.

Key term

Express the ohm in terms of the volt and the ampere.

Key term

Outline how the I–V characteristic of a metal wire at constant temperature is obtained experimentally.

Key term

State the two forms of the power equation that use resistance.

Key term

Why does a current-carrying resistor get hot?

Key term

What is the shape of a graph of resistance against temperature for a metal wire, and what is the significance of its gradient?

Key term

What happens to the resistance of a superconductor as it is cooled through its transition temperature?

Key term

Give an approximate transition temperature for a ceramic high temperature superconductor.

Take Resistance further

The same content, four other ways.

Questions from this topic

Each one with the model answer underneath.

  1. 1

    Define the potential difference between two points in a circuit.

    Model answer

    The potential difference between two points is the energy transferred from electrical form to other forms per unit charge passing between them.

  2. 2

    State the equation for potential difference in terms of energy and charge, defining every symbol and its unit.

    Model answer

    The equation is V = W/Q, where V is the potential difference in volts (V), W is the energy transferred in joules (J) and Q is the charge that passes in coulombs (C).

  3. 3

    Express the volt in terms of the joule and the coulomb.

    Model answer

    One volt is one joule per coulomb, so V = J C⁻¹.

  4. 4

    A component transfers 12 J of energy when 4.0 C of charge passes through it. Calculate the potential difference across it.

    Model answer

    The potential difference is V = 12 J ÷ 4.0 C = 3.0 V. Multiplying 3.0 V by 4.0 C returns the 12 J given.

  5. 5

    A charge of 20 C passes through a resistor with 3.0 V across it. Calculate the energy transferred.

    Model answer

    The energy is W = QV = 20 C × 3.0 V = 60 J. Dividing 60 J by 20 C returns the 3.0 V given.

  6. 6

    Why must a voltmeter be connected in parallel with a component?

    Model answer

    A voltmeter measures the energy given up per unit charge between two points, so it must be connected across those two points.

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Resistance revision questions

What does Resistance cover in Eduqas A-Level Physics?
9 subtopics: potential difference and the volt, resistance, ohm's law and the ohm, i–v characteristics of a metal wire and a filament lamp, electrical power and energy transfer, the microscopic origin of resistance, resistivity and the equation r = ρl/a, resistance and temperature, superconductivity and the transition temperature and high temperature superconductors and their uses. Each one has its own page with questions and model answers.
How is Resistance organised?
By the Eduqas A420QS specification, subtopic by subtopic, so it matches the order you are taught it in.

Every question in Resistance, on a schedule.

Attempt a question from memory, write the correct version, then attempt it again. Levo records the jump between your first attempt and your last, and brings each question back on the day you are due to forget it.

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