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21st century skills activity · IGCSE 0625 · 1.1 Measurement

Measuring length and volume: running a measurement carousel

A step-by-step guide to running the carousel, followed by the station cards, the record sheet, the compare-and-reconcile step and model readings. The aim is that it can be run faithfully by any teacher, including a cover teacher.

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What it is, and why it works

Measure, rotate, then reconcile

A measurement carousel sets up three stations around the room, each with its own instrument. Pairs work one station at a time, reading the instrument and recording every value with its unit on a single record sheet, then rotate to the next station on a signal. When the rotation is complete, each pair swaps sheets with another pair for the same items and reconciles any differences. Measuring is a skill learned by handling the instruments and comparing readings, not by watching.

Three measurement stations in a ring, length with a rule, the volume of a liquid with a cylinder, and the volume of a solid by displacement, with pairs rotating between them.
Three stations; pairs rotate on a signal and record every value with its unit

It passes the PIES test:

Positive interdependence

Each pair keeps one shared record sheet, and the compare step needs another pair's readings to reconcile against.

Individual accountability

Both partners record, and any learner may be called at random to report a station reading.

Equal participation

Partners alternate who reads the instrument and who records at each new station.

Simultaneous interaction

Every pair is measuring at the same time, each at a different station.

Before the lesson

Three things to prepare

Running the structure

About 25 minutes, in two phases

The carousel · about 20 minutes
Set rolesat each station

At the first station, decide who reads the instrument and who records. Swap the two roles at every new station so each partner does both.

Measure and record~6 min each

Read square to the scale, or at the bottom of the meniscus, and write the value with its unit in the record sheet. Note how you read it.

Rotate on a signal

On a clear signal, move to the next station as a pair, leaving the apparatus as you found it for the pair behind you.

Compare and reconcile · about 5 minutes
Swap and compare2 min

Swap your record sheet with another pair who measured the same items. Mark where your readings differ.

Reconcile3 min

Explain each difference using the smallest division, parallax, and reading the bottom of the meniscus. Agree which reading is better and why; a small difference is not one pair being wrong.

Sentence frames for recording and comparing

"the length is ... because the smallest division is ..." "the volume is ... cm³, read at the bottom of the meniscus" "the stone is the rise, final minus first" "we differ because ... so the better reading is ..."

The teacher's role during the activity

Keep the rotations crisp; transitions, not the measuring, are what overrun. Circulate and listen for the key habit, a value is a number and a unit, and watch the meniscus and displacement reads in particular. During the compare step, pick one or two differences to discuss with the whole class in terms of the smallest division and parallax.

Troubleshooting and differentiation

When the room does not behave like the plan

A station bottlenecks: duplicate it so groups stay at two or three pairs, and keep each rotation to about six minutes.

The displacement can drips before the stone goes in: top it up to the spout and let it stop dripping before the first reading.

A pair gives a number with no unit: point to the unit column; the sheet is built so a value is not complete without it.

Readings differ a lot: that is the lesson; use the compare step to trace it to parallax or the wrong part of the meniscus.

Station cards

Print one card per station

Read square to the scale and record every value with its unit.

Station 1 · Length (rule and string)

Measure the length of the block, and the curved edge using string then the rule.

Read square to the scale, to the nearest millimetre. Record each value with its unit.

Station 2 · Volume of a liquid (measuring cylinder)

Measure the volume of liquid A and of liquid B.

Read the bottom of the meniscus, with your eye level with the liquid. Record in cm³.

Station 3 · Volume of a stone (displacement)

Read the water level, lower the stone in gently, then read the level again.

The volume of the stone is the rise: final reading minus first reading. Keep it fully submerged, with no trapped air.

Carousel record sheet

A value is a number and a unit

Names: ________________________    Class: __________

MeasurementValueUnitHow I read it
Station 1: length of the blockcm or mm
Station 1: curved edge (string then rule)cm
Station 2: volume of liquid Acm³
Station 2: volume of liquid Bcm³
Station 3: water level beforecm³
Station 3: water level aftercm³
Station 3: volume of stone (after − before)cm³

Compare and reconcile

Swap your sheet with another pair. Where do your readings differ, and why? Use the ideas of smallest division, parallax, and reading the bottom of the meniscus.

Model readings

What a careful read looks like

The exact values depend on your apparatus, so there is no fixed answer key. These worked reads calibrate the method: a rule read square to the eye, a cylinder read at the bottom of the meniscus, and a stone found as the rise in level.

A rod measured against a rule, reading 6.4 centimetres or 64 millimetres.
Length: 6.4 cm = 64 mm
A measuring cylinder read at the bottom of the meniscus at 38 cubic centimetres.
Liquid: 38 cm³ at the meniscus
Water rising from 40 to 66 cubic centimetres when a stone is submerged, so the stone is 26 cubic centimetres.
Stone: 66 − 40 = 26 cm³
Original work by the TheLucidSTEM team. Designed for the lesson on this site; no past paper material is reproduced.
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