Interactive practical
Resistors in series and parallel
Measure three isolated resistors and four combinations, then compare V–I gradients with series and parallel resistance predictions.
Open interactive simulationA-Level Physics
Resistors in series and parallel
CCEA 1210 — matched to your course.
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At a glance
Practical focus
- Measure equivalent resistance for resistor combinations and test the series and parallel relationships.
Practical method
Aim
Verify the rules for combining resistors in series and in parallel by measurement.
Variables
Independent variable: combination of resistors
Dependent variable: total resistance
Control variables: the same resistors; temperature.
Apparatus
- Resistors of 10, 22 and 47 Ω
- Digital multimeter (ohmmeter)
- Ammeter, voltmeter and supply for a check
Method
- Measure each resistor individually with the ohmmeter.
- Connect combinations in series and in parallel and measure the total resistance.
- Calculate expected values: R = R₁ + R₂ + … (series) and \(\dfrac{1}{R}\) = \(\dfrac{1}{R_{1}}\) + \(\dfrac{1}{R_{2}}\) + … (parallel).
- Check one combination with the ammeter–voltmeter method.
Sample results
Measured individual values: 10.1, 22.0, 46.8 Ω.
| Combination | Predicted / Ω | Measured / Ω |
|---|---|---|
| All three in series | 78.9 | 79.0 |
| 10 Ω ∥ 22 Ω | 6.92 | 6.94 |
| All three in parallel | 6.03 | 6.04 |
| (10 + 22) ∥ 47 | 19.0 | 19.1 |
Analysis
All measured totals agree with the predictions within 0.5%. The parallel combination of all three (6.04 Ω) is smaller than the smallest resistor, as expected.
Uncertainty
The ohmmeter resolves 0.01 Ω on the 200 Ω range but has a stated accuracy of about ±1%; lead and contact resistance (about 0.1 Ω) matter most for small totals.
Errors and improvements
| Problem | Effect | Improvement |
|---|---|---|
| Lead and contact resistance | Small totals read high | Short the leads, note the reading and subtract |
| Using nominal values in predictions | Predictions off by up to the tolerance | Use measured individual values |
| Loose connections | Fluctuating readings | Use a breadboard or firm clips |
Risk assessment
| Hazard | Risk | Control measure |
|---|---|---|
| Resistors heating in the check circuit | Burns | Keep currents small |
| Short circuit | Overheating | Check circuits before switching on |
Common mistakes
- Adding resistances in parallel.
- Forgetting to invert \(\dfrac{1}{R}\).
- Ignoring lead resistance for small values.
Worked analysis
10.1 Ω ∥ 22.0 Ω: \(\dfrac{1}{R}\) = \(\dfrac{1}{10.1}\) + \(\dfrac{1}{22.0}\) = 0.0990 + 0.0455 = 0.1445, so R = 6.92 Ω (measured 6.94 Ω).
Common misconception
Adding a resistor in parallel always decreases the total resistance, because it adds another path for current.
Assessment coverage
Practice this practical
2 questions available, worth 4 marks in total.
Retrieval cards
Series resistance rule?
R = R₁ + R₂ + …
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How this practical fits your course
The label below uses the wording from your course specification.
- CCEA 1210 — Specification experiment: Appendix 4 experiment 10 – resistors in series and parallel. Appendix 4 requires verification of the equivalent-resistance relationships for series and parallel resistor combinations. Checked 18 September 2026. View official course source