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Writing a plan: extended-response questions
Edexcel IAL Physics · WPH13 Practical Skills in Physics I
Specification 3.3 asks you to plan an experiment set by Pearson. These answers are worth several marks and reward a clear, complete structure.
A checklist for any plan
1. Measurements: list every quantity to measure and the instrument for each, with its resolution where it matters.
2. Technique: how to make each measurement accurately (set square, eye level, many oscillations, micrometer at several places, zero error).
3. Independent variable: how it is changed, the range and number of values (at least six).
4. Control variables: what is kept constant and how.
5. Repeats: repeat each reading and find the mean.
6. Analysis: which graph, what its gradient or intercept equals, how the final result is calculated.
7. Uncertainty: the main source and how it is reduced.
8. Safety: a specific hazard and precaution, if asked.
Writing style
- Use the names of quantities, not just symbols ('measure the extension').
- Give numbers: 'six masses from 100 g to 600 g', not 'a range of masses'.
- Only measure what the analysis needs: examiners report plans that waste time measuring irrelevant quantities.
- Describe what is asked: if the question asks for a method, do not write the theory.
Example outline
Plan to find the spring constant k of a spring from oscillations, using T = 2π sqrt(m/k):
- Hang six masses from 100 g to 600 g (top-pan balance, 0.1 g resolution).
- For each, displace slightly and time 20 vertical oscillations, using a timing marker at the equilibrium position; repeat three times and average; T = mean / 20.
- Keep the same spring and a small amplitude.
- Plot T2 against m: straight line through the origin with gradient 4π2/k, so k = 4π2 / gradient.
- Safety: masses could fall, so put a cushion beneath.
Worked example
In the spring plan, the graph of T2 against m has gradient 0.158 s2/kg. Find k.
- T2 = (4π2/k) m, so gradient = 4π2/k
- k = 4π2 / 0.158 = 249.9 N/m
Answer: k = 250 N/m
Check yourself
- A graph of T2 against m for a mass-spring system has gradient 0.098 s2/kg. Find k in N/m, to 3 s.f.
Show answer
403 N/m. k = 4π2 / 0.098 = 403 N/m.
- For T = 2π sqrt(m/k), which graph gives k most directly from its gradient?
- T2 against m
- T against m
- T against m2
- m against T
Show answer
T2 against m. T2 = (4π2/k) m is a straight line through the origin.
- Which statement about the independent variable would earn credit in a plan?
- Use a range of masses
- Use lots of different masses
- Use six masses from 100 g to 600 g in 100 g steps
- Use masses that seem sensible
Show answer
Use six masses from 100 g to 600 g in 100 g steps. A number of values and a range are both stated.
- In the spring plan, name one control variable and say how it is kept constant.
Show answer
Use the same spring throughout; or keep the amplitude small and the same each time by displacing the mass by the same small distance.. Name the variable and the way it is controlled.
- Which sentence is written in the style examiners prefer for a method?
- Find T using t/20
- Do 20T
- Measure t, then T
- Measure the time for 20 oscillations with a stopwatch and divide by 20
Show answer
Measure the time for 20 oscillations with a stopwatch and divide by 20. Methods should use names of quantities and instruments, not bare symbols.
- A plan to find k from T2 against m includes measuring the length of the spring for each mass. Why is this a weakness?
- It makes the experiment dangerous
- It is not needed for the analysis, so it wastes time
- It changes the spring constant
- It adds a systematic error
Show answer
It is not needed for the analysis, so it wastes time. Only quantities in the analysis need measuring.
Sources
- Pearson Edexcel International Advanced Subsidiary/Advanced Level in Physics specification (XPH11/YPH11), Issue 3
- Pearson qualifications: International Advanced Levels Physics (2018)
- Pearson examiners' report: IAL Physics WPH16/01, June 2024
- Pearson examiners' report: IAL Physics WPH16/01, October 2024
- Pearson examiners' report: IAL Physics WPH16/01, June 2023
Last updated 8 November 2026. Spotted a mistake? Tell us.