Use conservation of charge at junctions and the idea of shared potential difference. In series current is constant; in parallel the branches have the same potential difference and the total current is the sum of branch currents.
Use conservation of charge at junctions and the idea of shared potential difference. In series current is constant; in parallel the branches have the same potential difference and the total current is the sum of branch currents.
By the end, you should be able to…
Explain circuit rules that always help using precise physics language.
Apply the relevant equations, diagrams or practical method to an exam-style situation.
Use the mini quizzes and practice answers to identify and correct a misconception.
Core learning content
Learn the idea before you practise it
Start with this short teaching sequence for Series and Parallel Circuits. Read the model, use the visual, then test your recall before moving into examples and exam practice.
01
Circuit rules that always help
Use conservation of charge at junctions and the idea of shared potential difference. In series current is constant; in parallel the branches have the same potential difference and the total current is the sum of branch currents.
02
Build the picture
At a junction, charge cannot build up, so the current entering equals the current leaving. In one series loop every coulomb passes every component. In parallel, each branch has the same potential difference as the supply while the current divides between branches.
03
Use the right relationship
Choose a relationship because of the physical change in the question, not because it is familiar. Charge and current: Q = It (C, A, s). Potential difference: V = E ÷ Q (V, J, C). Resistance: V = IR (V, A, Ω). Keep the unit next to each value while you substitute.
04
What a strong answer does
Mark the supply, junctions and component positions first, then apply one circuit rule at a time. Before writing, underline the command word and identify the information that matters. Keep a calculation as equation, substitution and answer with unit; keep an explanation as a linked chain using because, so or therefore. Finish by checking that the final sentence answers the exact context in the question and that the number, direction or conclusion agrees with the evidence given.
Read the diagram: identify the quantities, directions or stages before you write an answer.
Charge and currentQ = ItC, A, sPotential differenceV = E ÷ QV, J, CResistanceV = IRV, A, ΩElectrical powerP = VIW, V, AElectrical energyE = PtJ, W, s
Retrieval practice
Quick checks
Answer without looking back first. The feedback explains the model, so a wrong answer still helps you learn.
Mini quiz 1
Check the core idea
Mini quiz 2
Apply the model
Mini quiz 3
Use exam precision
Try it
Series and parallel rules
Which quantity stays the same when you move around each circuit?
What to notice: the readout and written explanation remain available if you do not use the controls.
Worked examples
See the method being built
Cover the answer, attempt the method and then compare your physics language as well as the number.
Example 1 · Series p.d.
Two series lamps have potential differences 2.0 V and 4.0 V. Find the supply p.d.
Use the series rule.
Add the potential differences.
State volts.
Show the answer
Supply p.d. = 6.0 V.
Example 2 · Parallel current
A 1.2 A current reaches a junction. One branch carries 0.50 A. Find the other branch current.
Use conservation of charge.
Subtract branch current from total.
State amperes.
Show the answer
Other branch current = 1.2 − 0.50 = 0.70 A.
Example 3 · Choose circuit type
A student wants two lamps that work independently. Choose a circuit and explain.
Identify the required behaviour.
Choose series or parallel.
Use a circuit rule as the reason.
Show the answer
Use parallel. Each lamp has the supply potential difference and one branch can remain complete if the other lamp is removed.
Misconception clinic
Common wrong turns
Each of these is tempting because it sounds almost right. Replace it with the precise physics before you meet it in a question.
Mixing up the series and parallel rules.
Adding potential differences across parallel branches.
Forgetting the total current is the sum of branch currents.
Independent practice
Exam-style questions
Use the working space first. Reveal the guidance only after you have committed to an answer, then improve the exact part that would gain the next mark.
1. State what is the same everywhere in a series circuit.
[1 mark]
Show answer and marking guidance
Current.
2. A 12 V supply is shared by two series resistors. One has 5 V. Find the other p.d.
[2 marks]
Show answer and marking guidance
12 − 5 = 7 V.
3. The currents in two parallel branches are 0.30 A and 0.45 A. Calculate total current.
[2 marks]
Show answer and marking guidance
0.30 + 0.45 = 0.75 A.
4. Explain why a voltmeter is connected across a parallel branch.
[3 marks]
Show answer and marking guidance
It measures the energy transferred per coulomb between the two points at either end of that branch.
5. Describe what happens to a series circuit when one component is removed.
[2 marks]
Show answer and marking guidance
The loop is broken, so current stops everywhere.
6. Explain why potential difference is not “used up” in a parallel circuit.
[3 marks]
Show answer and marking guidance
Each branch is connected across the supply, so each has the same energy transfer per coulomb as the supply.
Questions pupils ask
GCSE Physics FAQs
What is the key idea in Series and Parallel Circuits?
Electricity questions reward careful definitions and circuit rules. Keep current, charge, potential difference, resistance, power and energy as separate quantities.
How should I practise Series and Parallel Circuits?
Read the snapshot, attempt the worked examples without looking, complete the mini quizzes and then use the practice questions to check your wording and method.
Next step
Keep your revision moving
Physics sticks when you move between explanation, retrieval and application.