This mini-lesson walks you through the whole of AQA Topic 4.2 — Electricity: current, potential difference & resistance, the circuit symbols and I–V graphs, series vs parallel circuits, mains electricity & safety, the power and energy equations, and static electricity.
Make a guess: what does the bulb take from the charge?
Mission 1What does a bulb take from the charge?
Mission 2How can more resistance mean less?
Mission 3What saves you from a live kettle?
Mission 4Hairdryer or bulb: which transfers more energy?
Mission 5Where did the charge come from?
Work through each screen, answer the questions as you go (some are wordy, some are calculations) and collect ⭐ stars. Press Start when you're ready.
Picture it
The water-circuit analogy
Electricity is invisible, so physicists picture a circuit as a loop of water pipes. It's not perfect, but it makes every quantity feel concrete:
The pump is the cell — it provides the push (the potential difference / voltage). The flow rate of water is the current. A narrow section is a resistor: it makes it harder for water to flow, so the flow (current) is smaller.
The key insight: the water is never used up — the same water keeps circulating. In the same way, charge (and current) is not used up going round a circuit. Energy is what gets transferred to the components.
Current & charge
Current is a flow of charge
Electric current is the rate of flow of electric charge. For a current to flow, the circuit must be complete (a closed loop) and there must be a source of potential difference (such as a cell) to push the charge.
Q = I tcharge (C) = current (A) × time (s)
Charge is measured in coulombs (C), current in amperes (A), time in seconds (s). The bigger the current, the more charge passes a point each second.
Worked example
A current of 2 A flows for 30 s.
Q = I × t = 2 × 30 = 60 C
Calculate
Your turn — charge flow
1A current of 4 A flows through a wire for 8 s. How much charge passes through it?
C
Hint: Q = I × t = 4 × 8.
Potential difference & resistance
Voltage, resistance and Ohm's law
Potential difference (p.d. or voltage, in volts, V) is the energy transferred per unit charge — it is the "push" driving the current. Resistance (in ohms, Ω) opposes the flow of charge. They are linked by:
V = I Rpotential difference (V) = current (A) × resistance (Ω)
Rearrange it to find any quantity: I = V ÷ R and R = V ÷ I. A larger resistance means a smaller current for the same p.d.
Worked example
A current of 3 A flows through a 4 Ω resistor.
V = I × R = 3 × 4 = 12 V
Calculate
Your turn — potential difference
2A current of 5 A flows through a resistor of resistance 6 Ω. Calculate the potential difference across it.
V
Hint: V = I × R = 5 × 6.
Calculate
Your turn — finding resistance
3A potential difference of 24 V drives a current of 3 A through a component. Calculate its resistance.
Ω
Hint: rearrange to R = V ÷ I = 24 ÷ 3.
Mission 1 check
What does a bulb take from the charge?
?A car headlamp is lit. An ammeter in the wire going into the lamp reads 4 A. What does an ammeter in the wire coming out read, and what does the lamp take?
Circuit symbols
The symbols you must know
AQA expects you to recognise and draw these standard circuit symbols:
A diode and LED only let current flow one way; an LDR reacts to light and a thermistor to temperature.Quick check
Reading a symbol
?A component's symbol is a rectangle (a resistor) with a diagonal arrow drawn through it. What does that arrow tell you?
I–V characteristics · required practical
Ohmic and non-ohmic components
An I–V graph plots current against potential difference. For an ohmic conductor (a fixed resistor at constant temperature) the line is straight through the origin — resistance stays constant. Other components are non-ohmic:
Ohmic: straight line. Filament lamp: curves (S-shape) — as it heats up its resistance rises. Diode: current only flows one way.
Thermistor: its resistance falls as temperature rises. LDR: its resistance falls as light intensity increases. Both are used in sensing circuits.
Required practicals: investigate the I–V characteristics of a resistor, lamp and diode; and investigate how the resistance of a wire depends on its length, and the resistance of resistor combinations in series and parallel.
Quick check
What happens to resistance?
?As a filament lamp glows brighter and its filament gets hotter, what happens to its resistance?
Mission 2 of 5
How can more resistance mean less?
Make a guess: how can adding a resistor lower the total resistance?
Series & parallel
Two ways to wire components
Series (one single loop): the current is the same everywhere; the p.d. is shared between the components; and the total resistance is the sum — R = R₁ + R₂ + … (adding a resistor always increases total resistance).
Parallel (separate branches): the p.d. is the same across each branch; the current is shared between branches; and the total resistance is LESS than the smallest individual resistance.
Why does adding a resistor in parallel lower the resistance? Think of checkout lanes at a supermarket: opening a second lane gives shoppers another route, so the queue clears faster overall — even though each lane is no wider. Extra parallel paths make it easier for charge to flow, so total resistance drops. (A classic exam trap: students wrongly add parallel resistances.)
Worked example (series)
Resistors of 3 Ω, 4 Ω and 5 Ω in series.
R = 3 + 4 + 5 = 12 Ω
Sort it
Series or parallel feature?
Each statement describes a circuit. Tap whether it is true of a series or a parallel circuit.
Calculate
Your turn — series resistance
4Three resistors of 2 Ω, 6 Ω and 7 Ω are connected in series. Calculate their total resistance.
Ω
Hint: in series just add them: 2 + 6 + 7.
Quick check
Parallel resistance
?Two resistors, 10 Ω and 15 Ω, are connected in parallel. Without a calculator, which statement about the total resistance must be true?
Mission 2 check
How can more resistance mean less?
?A 12 Ω heater runs from a battery. A second, identical heater is connected side by side with it, in parallel. The total resistance goes down. Why?
Mission 3 of 5
What saves you from a live kettle?
Make a guess: what saves you when the kettle's metal case becomes live?
Mains electricity
Direct vs alternating current
Direct current (d.c.) flows in one direction only — this is what a cell or battery supplies. Alternating current (a.c.) constantly changes direction. UK mains is a.c., at about 230 V and a frequency of 50 Hz.
Domestic safety
The three-pin plug
A UK mains cable has three cores, colour-coded so they are never confused:
Live = brown, neutral = blue, earth = green-and-yellow. The earth pin is the longest.
The live wire carries the alternating p.d. from the supply (~230 V). It is dangerous even when a switch is off, because it is still at a high potential relative to you.
The neutral wire completes the circuit and stays near 0 V.
The earth wire + a fuse (or circuit breaker) are safety features: a fault sends a large current to earth, which melts the fuse and disconnects the appliance.
Quick check
Why is the live wire dangerous?
?A lamp is switched OFF at its wall switch. Why can the live wire inside it still give you an electric shock?
Mission 3 check
What saves you from a live kettle?
?Inside a metal toaster, the live wire works loose and touches the metal case. The plug is wired correctly with a fuse. What happens next that keeps the user safe?
Mission 4 of 5
Hairdryer or bulb: which transfers more energy?
Make a guess: which one transfers more energy each day?
Electrical power
Power in a circuit
Power is the rate of energy transfer (in watts, W). In an electrical circuit you can find it two ways:
P = V I and P = I² Rpower (W) = p.d. (V) × current (A) = current² (A²) × resistance (Ω)
The power rating on an appliance (e.g. "2000 W") tells you how fast it transfers energy. A higher current — or, for the same current, a higher resistance — raises the power dissipated as heat.
Worked example
A kettle on UK mains: 230 V drives a current of 13 A.
P = V × I = 230 × 13 = 2990 W (≈ 3 kW)
Calculate
Your turn — power (P = VI)
5A hairdryer runs at 230 V and draws a current of 5 A. Calculate its power.
W
Hint: P = V × I = 230 × 5.
Calculate
Your turn — power (P = I²R)
6A current of 4 A flows through a heating element of resistance 5 Ω. Calculate the power dissipated.
W
Hint: P = I² × R = 4² × 5 = 16 × 5.
Energy transfers
Energy, work and the grid
Everyday appliances transfer energy electrically: a kettle to a thermal store, a motor to a kinetic store, a lamp by radiation. The energy transferred depends on power and time, or on charge and p.d.:
E = P t and E = Q Venergy (J) = power (W) × time (s) = charge (C) × p.d. (V)
The more powerful the appliance and the longer it runs, the more energy it transfers — this is what you pay for. Using less power or running for less time both cut the cost.
The National Grid is the network of cables and transformers that carries electricity from power stations to homes. Step-up transformers raise the p.d. for transmission (which lowers the current, reducing energy wasted as heat in the cables), and step-down transformers lower it again for safe use at home.
Worked example
A 2000 W heater runs for 30 s.
E = P × t = 2000 × 30 = 60 000 J (60 kJ)
Calculate
Your turn — energy transferred
7A 1500 W toaster is used for 120 s. How much energy does it transfer?
J
Hint: E = P × t = 1500 × 120.
Mission 4 check
Hairdryer or bulb: which transfers more energy?
?A 2400 W kettle is used for 150 s each day. A 6 W Wi-Fi router is on all day, which is 86 400 s. Which transfers more energy each day?
Calculate
Your turn — energy from charge
8A charge of 20 C is moved through a potential difference of 12 V. How much energy is transferred?
J
Hint: E = Q × V = 20 × 12.
Mission 5 of 5
Where did the charge come from?
Make a guess: where did the rod's charge come from?
Static electricity · Physics only
Static charge by friction
Physics only: this static-electricity section is examined on the Physics paper only, not Combined Science.
When two insulators are rubbed together, electrons (which are negative) are transferred from one to the other by friction. The object that gains electrons becomes negatively charged; the one that loses electrons becomes positively charged. Only electrons move — never the positive nuclei.
Around a charged object is an electric field (radial for a sphere). Like charges repel; unlike charges attract.
If enough charge builds up, the p.d. between the object and earth can become large enough to make a spark jump — electrons leap across the gap, ionising the air.
Quick check
Charging by friction
?A polythene rod is rubbed with a cloth and ends up negatively charged. What must have happened?
Mission 5 check
Where did the charge come from?
?A balloon is rubbed on a woollen jumper. Afterwards the balloon is negatively charged. Where did its charge come from?
Sort it
Conductor or insulator?
Tap a material, then tap the box it belongs in.
⚡ Conductor
🚫 Insulator
Recap
The equations to know
Charge: Q = I t
Ohm's law: V = I R
Series resistance: R = R₁ + R₂ + …
Parallel: total R is less than the smallest branch
Power: P = V I and P = I² R
Energy: E = P t and E = Q V
You've covered the key ideas in AQA 4.2 — current, p.d. & resistance, circuit symbols and I–V graphs, series & parallel, mains electricity & safety, power and energy, and static electricity. Press Finish to see your score.
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Mini-lesson complete!
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You've worked through Electricity for AQA GCSE Physics. 🎉