IGCSE Physics revision · Mechanics
Measurements and units
The shortest topic on the syllabus, and the one that quietly costs marks on every paper — because units and measurement technique appear inside every other question, not just their own.
Dr Desouky Physics Academy · Meet your physics tutor
What the syllabus demands
- —Use rulers, measuring cylinders, balances and clocks to measure length, volume, mass and time
- —Take repeat readings and average — including timing multiple oscillations or intervals
- —Use micrometer screw gauges and digital calipers for small distances (Extended)
- —Know the SI units of every quantity on the syllabus and convert between prefixes (km, cm, mm, ms)
Definitions that earn marks
Clear definitions to practise — check your course mark scheme
- SI base units
- The metre (m) for length, kilogram (kg) for mass, second (s) for time, ampere (A) for current and kelvin (K) for temperature — every other unit on the syllabus is built from these.
- Scalar quantity
- A quantity that has magnitude (size) only — e.g. speed, distance, mass, energy, time.
- Vector quantity
- A quantity that has both magnitude and direction — e.g. velocity, displacement, force, acceleration, momentum.
The equations
More equations to practise: the IGCSE formula sheet.
Where the marks die
Common mistakes to check
- 01
Measuring the period of a pendulum with one swing. Time 20 oscillations and divide by 20 — one swing makes your reaction time a huge fraction of the reading.
- 02
Forgetting to convert units before substituting: 250 g must become 0.25 kg, 40 cm must become 0.40 m. Examiners set numbers deliberately to punish this.
- 03
Reading a measuring cylinder from the top of the meniscus, or with your eye above the level. Read the bottom of the meniscus, at eye level.
- 04
Writing an answer with no unit. A correct number with a missing or wrong unit routinely loses the final mark.
One worked example, done properly
Question
A student times 20 complete swings of a pendulum at 30.4 s. Calculate the period of the pendulum.
Method
- 1.The period T is the time for one complete swing.
- 2.T = total time ÷ number of swings = 30.4 ÷ 20.
T = 1.52 s