GCSE physics equations: What's on the sheet and what to know
Good news: for GCSE Physics exams in 2026 and 2027, every equation you need is on the formula sheet you are given in the exam. Ofqual and AQA extended the 2022 concession through 2027, so you do not need to memorise physics equations for either of the next two exam series.
That does not mean you can ignore equations. You still need to know what each equation does, which variables go where, and when to reach for it. And from 2028 onwards the concession ends, so anyone starting their GCSE course now should still build the habit of recalling the core equations from memory.
This guide lists every equation on the AQA GCSE Physics specification, grouped by topic. For each one, it tells you whether the equation is on the sheet in a normal year, or whether you would normally need to recall it from memory – so you can prioritise your revision accordingly.
Full sheet
2026 & 2027
all GCSE Physics equations are provided on the formula sheet for both exam series – the concession was extended in full by Ofqual
For 2026 and 2027 exams, AQA provides the full equation sheet including every equation you might need. The split below between 'on the sheet' and 'normally memorise' is the one that returns from 2028 onwards. Source: AQA news update on formulae and equation sheets for 2025–2027.
How the physics equation sheet works
In a normal year, AQA GCSE Physics gives you a partial formula sheet in every exam. It lists the equations that are harder to recall or less commonly used – things like specific heat capacity, specific latent heat, and the kinematic equation. The remaining equations – the ones that come up most often and are short enough to drill – you are expected to recall from memory.
Because of the ongoing concession, the sheet you get for 2026 and 2027 contains every equation. You will not need to recall any from memory. But understanding what each equation means and when to use it still matters, because reading the sheet during the exam and actually knowing how to apply an equation are two different things.
In the tables below, each equation is labelled as it would be in a normal year: 'on the sheet' means it is provided every year, and 'memorise (normally)' means you would need to recall it from memory once the concession expires. For 2026 and 2027 you will see all of them on the sheet regardless.
Energy equations for GCSE Physics
| Equation | Formula | Variables | Status (normal year) |
|---|---|---|---|
| Kinetic energy | Eₖ = ½mv² | m = mass (kg), v = speed (m/s) | Memorise |
| Gravitational potential energy | Eₚ = mgh | m = mass (kg), g = gravitational field strength (N/kg), h = height (m) | Memorise |
| Power (from energy and time) | P = E/t | E = energy transferred (J), t = time (s) | Memorise |
| Power (from work and time) | P = W/t | W = work done (J), t = time (s) | Memorise |
| Efficiency | efficiency = useful output energy transfer / total input energy transfer | Also expressed as useful power output / total power input | Memorise |
| Elastic potential energy | Eₑ = ½ke² | k = spring constant (N/m), e = extension (m) | On sheet |
| Specific heat capacity | ΔE = mcΔθ | m = mass (kg), c = specific heat capacity (J/kg°C), Δθ = temperature change (°C) | On sheet |
Electricity equations for GCSE Physics
| Equation | Formula | Variables | Status (normal year) |
|---|---|---|---|
| Charge flow | Q = It | I = current (A), t = time (s) | Memorise |
| Ohm's law | V = IR | I = current (A), R = resistance (Ω) | Memorise |
| Electrical power | P = VI | V = potential difference (V), I = current (A) | Memorise |
| Power dissipated in a resistor | P = I²R | I = current (A), R = resistance (Ω) | Memorise |
| Energy transferred (electrical, from power) | E = Pt | P = power (W), t = time (s) | Memorise |
| Energy transferred (charge and pd) | E = QV | Q = charge (C), V = potential difference (V) | Memorise |
Particle model equations for GCSE Physics
| Equation | Formula | Variables | Status (normal year) |
|---|---|---|---|
| Density | ρ = m/V | m = mass (kg), V = volume (m³) | Memorise |
| Specific latent heat | E = mL | m = mass (kg), L = specific latent heat (J/kg) | On sheet |
| Gas law (fixed mass, constant T) | pV = constant | p = pressure (Pa), V = volume (m³) | On sheet (HT only) |
Forces equations for GCSE Physics
| Equation | Formula | Variables | Status (normal year) |
|---|---|---|---|
| Weight | W = mg | m = mass (kg), g = gravitational field strength (N/kg) | Memorise |
| Work done | W = Fs | F = force (N), s = distance (m) | Memorise |
| Distance travelled | s = vt | v = speed (m/s), t = time (s) | Memorise |
| Acceleration | a = Δv/t | Δv = change in velocity (m/s), t = time (s) | Memorise |
| Newton's second law | F = ma | m = mass (kg), a = acceleration (m/s²) | Memorise |
| Moment | M = Fd | F = force (N), d = perpendicular distance from pivot (m) | Memorise |
| Pressure | p = F/A | F = force (N), A = area (m²) | Memorise |
| Momentum (HT only) | p = mv | m = mass (kg), v = velocity (m/s) | Memorise |
| Hooke's law | F = ke | k = spring constant (N/m), e = extension (m) | On sheet |
| Pressure in a fluid (HT only) | p = hρg | h = height of column (m), ρ = density (kg/m³), g = gravitational field strength (N/kg) | On sheet |
| Kinematic equation | v² − u² = 2as | u = initial velocity (m/s), v = final velocity (m/s), a = acceleration (m/s²), s = distance (m) | On sheet |
| Force and change in momentum (HT only) | F = mΔv/Δt | m = mass (kg), Δv = change in velocity (m/s), Δt = time (s) | On sheet |
Waves and optics equations for GCSE Physics
| Equation | Formula | Variables | Status (normal year) |
|---|---|---|---|
| Wave speed | v = fλ | f = frequency (Hz), λ = wavelength (m) | Memorise |
| Period from frequency | T = 1/f | T = period (s), f = frequency (Hz) | On sheet |
| Magnification | magnification = image height / object height | Used in optics (all tiers) | On sheet |
Magnetism and transformers (HT only)
| Equation | Formula | Variables | Status (normal year) |
|---|---|---|---|
| Force on a current-carrying conductor | F = BIl | B = magnetic flux density (T), I = current (A), l = length (m) | On sheet |
| Transformer voltage and turns | Vₚ/Vₛ = nₚ/nₛ | V = potential difference (V), n = number of turns | On sheet |
| Transformer power (ideal transformer) | Vₚ Iₚ = Vₛ Iₛ | V = potential difference (V), I = current (A) | On sheet |
Exam board differences are small but real. This guide follows the AQA GCSE Physics (8463) specification. If you are with Edexcel or OCR, the equation list is very similar but the exact split can vary – check your own specification to be sure.
How to use the equation sheet well
Having every equation in front of you is not the same as knowing how to use them. Students who rely on the sheet without practising run into three problems in the exam.
First, they waste time hunting. If you have never seen the sheet before, you will spend seconds flicking back and forth trying to find the right row. Students who have practised with the sheet go straight to the equation they need.
Second, they pick the wrong equation. The sheet gives you the formula, not the application. If you cannot tell whether a question about a falling ball needs Eₖ = ½mv² or Eₚ = mgh, the sheet does not help. Practice questions are the only way to build that judgement.
Third, they struggle with rearranging. Many equations appear on the sheet in a single form, but exam questions often want you to find a different variable. Rearranging v = fλ to λ = v/f is straightforward if you have practised it and painful if you have not.
Download your exam board's exact formula sheet (AQA publishes it as a PDF labelled 'Physics Equations Sheet GCSE Physics') and use it during every past paper. Familiarity with the layout saves real time in the exam.
Building a deeper understanding
Even though you do not strictly need to memorise equations for 2026, the students who perform best still understand them deeply. That means knowing what each symbol represents, what units go with each variable, and being able to rearrange the equation on demand.
One effective technique is to write each equation out from memory on a blank page, including units, then check against the sheet. Do this once a week during exam season. It takes about five minutes and builds fluency that the sheet alone cannot provide.
Another is to practise exam questions that combine two or more equations. Many higher-tier questions ask you to find a quantity that needs one equation to get from the given data to an intermediate value, and a second to get to the final answer. These are exactly the questions where students who memorise the equations do better than students who can only read them off a sheet.
If you are in Year 10 in 2026, the concession ends before your exams, so starting to memorise now saves panic later. Year 11 students sitting exams in 2026 or 2027 can focus purely on application.
Physics equation revision plan
A practical approach to working with the equation sheet for 2026 exams – and preparing for the concession ending.
- Download the AQA Physics Equations Sheet PDF from the AQA website
- Use the sheet during every past paper so you know the layout cold
- For each equation, write out the variables and units from memory
- Practise rearranging every equation to solve for each variable
- Work through past-paper questions that combine two or more equations
- If you are in Year 10 in 2026, start using spaced repetition flashcards for the 'memorise' equations now