Add loads to a spring or wire, measure extension from the unloaded length and plot force against extension. Increase the load carefully, remove loads for repeats where appropriate and identify the straight-line region.
Add loads to a spring or wire, measure extension from the unloaded length and plot force against extension. Increase the load carefully, remove loads for repeats where appropriate and identify the straight-line region.
By the end, you should be able to:
Find the limit of proportionality.
Apply the forces model, evidence or method to an unfamiliar exam context.
Recognise and correct this wrong turn: Plotting total length rather than extension.
Before you revise
Diagnostic question
Choose an answer from memory. Your result tells you what to watch for in the guide.
Core revision guide
Learn the model, then use it
Force and Extension Required Practical questions become manageable when the central model, evidence and exam method are kept together. Read the explanation, test the misconception and then apply the idea without looking back.
01
Find the limit of proportionality
Add loads to a spring or wire, measure extension from the unloaded length and plot force against extension. Increase the load carefully, remove loads for repeats where appropriate and identify the straight-line region.
02
Build the physics picture
Measure the unloaded length first, then subtract it from every loaded length to find extension. Add masses carefully and wait for oscillations to stop. A force-extension graph shows the proportional region; the first clear departure from a straight line is the limit of proportionality.
03
The relationship for this guide
Hooke’s law: F = ke (N, N/m, m). Choose each relationship from the physical change described, convert quantities into compatible units and keep the unit beside the final answer.
Measure extension from the unloaded length, add force in steps and do not exceed the elastic limit.Open the full-size exam diagram
Hooke’s lawF = keN, N/m, m
Misconception clinic
Replace the tempting answer
Read each belief, say what is wrong with it, then compare your correction.
Tempting idea: Plotting total length rather than extension.
Use instead: Add loads to a spring or wire, measure extension from the unloaded length and plot force against extension. Increase the load carefully, remove loads for repeats where appropriate and identify the straight-line region.
Tempting idea: Adding masses without converting to force.
Use instead: Measure the unloaded length first, then subtract it from every loaded length to find extension. Add masses carefully and wait for oscillations to stop. A force-extension graph shows the proportional region; the first clear departure from a straight line is the limit of proportionality.
Tempting idea: Calling any curve the elastic limit.
Use instead: Explain zero reading, eye-level measurement, control of the apparatus and how the graph identifies the limit of proportionality.
Retrieval practice
Quick checks
Worked examples
See the method being built
These examples expose the difference between a secure find the limit of proportionality method and the common error “Plotting total length rather than extension.”.
Example 1 · Process readings
Unloaded length is 120 mm; loaded length is 168 mm. Find extension.
Subtract unloaded length.
168 − 120.
State mm.
Show the answer
Extension = 48 mm.
Example 2 · Find force
A 0.30 kg mass is added. Take g = 9.8 N/kg. Find force.
Use F = mg.
0.30 × 9.8.
Give N.
Show the answer
Force = 2.94 N.
Example 3 · Graph conclusion
A graph is straight to 4 N then curves. State conclusion.
Identify straight region.
Identify first curve.
Name limit.
Show the answer
Extension is proportional to force up to about 4 N, the limit of proportionality.
Exam precision
Exam technique: Find the limit of proportionality
Do this: Explain zero reading, eye-level measurement, control of the apparatus and how the graph identifies the limit of proportionality.
Independent practice
Exam-style questions
Write an answer before opening the marking guidance. Then edit the exact phrase or step that would gain the next mark.
1. State the independent variable in the force-extension practical.
[1 mark]
Show marking guidance and model answer
Marking guidance: Award one mark for the precise statement shown in the model answer.
Model answer: Force/load applied.
2. State the dependent variable.
[1 mark]
Show marking guidance and model answer
Marking guidance: Award one mark for the precise statement shown in the model answer.
Model answer: Extension of the spring/wire.
3. Explain why unloaded length is measured first.
[3 marks]
Show marking guidance and model answer
Marking guidance: Award up to 3 marks for distinct physics points joined into a clear cause-and-effect chain.
Model answer: Extension is the change from original length, not total loaded length.
4. Give one control/quality step.
[1 mark]
Show marking guidance and model answer
Marking guidance: Award one mark for the precise statement shown in the model answer.
Model answer: Keep the same spring, wait for oscillations to stop and read scale at eye level.
5. Explain why loads are added gradually.
[3 marks]
Show marking guidance and model answer
Marking guidance: Award up to 3 marks for distinct physics points joined into a clear cause-and-effect chain.
Model answer: To avoid damaging the spring and to obtain stable readings.
6. Give one improvement for uncertain ruler readings.
[1 mark]
Show marking guidance and model answer
Marking guidance: Award one mark for the precise statement shown in the model answer.
Model answer: Use a pointer/set square or a scale with finer divisions and repeat readings.
Questions pupils ask
Force and Extension Required Practical FAQs
What is the main idea in Force and Extension Required Practical?
Add loads to a spring or wire, measure extension from the unloaded length and plot force against extension. Increase the load carefully, remove loads for repeats where appropriate and identify the straight-line region.
What mistake should I avoid in Force and Extension Required Practical?
Plotting total length rather than extension. Measure the unloaded length first, then subtract it from every loaded length to find extension. Add masses carefully and wait for oscillations to stop. A force-extension graph shows the proportional region; the first clear departure from a straight line is the limit of proportionality.