G1 Measurement and Multimeter Skills

Learn how to measure common quantities, determine average speed and use a multimeter safely at G1 Science level.

  • SEC G1 Science 2027
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Measure with purpose, not by guesswork

A good measurement is more than a number. You must choose a suitable instrument, use it correctly and record a value that another person can understand.

This skill needs real apparatus. You build it at a laboratory bench with your teacher’s equipment and supervision. This page teaches the methods and the reasons for each step. The topic check tests that reasoning; it cannot test your hands-on skill.

What you will be able to do

  • choose an instrument to measure length, mass, temperature, time interval, the volume of a liquid or solid, and force;
  • read a scale without parallax or zero error, and time an interval with a stopwatch;
  • determine the average speed of an object;
  • measure current, voltage and resistance with a multimeter, on a suitable range;
  • record each value with its unit and spot a result that does not fit.

1. Choose the right instrument

Start with the quantity you need, not with the apparatus on the bench. Then check that the instrument has a suitable range. A measuring tape covers a 2 m bench in one go. A 30 cm ruler would have to be moved along seven times, and each move adds another chance of error.

Instruments for G1 measurements
QuantityInstrumentHow to use it wellCommon unit
LengthRuler for short lengths; measuring tape for longer onesLine one end up with a clear mark; read straight above each end.mm, cm or m
MassElectronic balanceCheck it reads zero when empty; place the object in the centre of the pan.g or kg
TemperatureLaboratory thermometerKeep the bulb in the substance and wait for a steady reading.°C
Time intervalDigital stopwatchStart and stop on clear events; repeat the timing.s or min
Liquid volumeMeasuring cylinderStand it on a level bench; read the bottom of the meniscus at eye level.cm³ or mL
Regular solid volumeRuler, then calculateMeasure the sides, then calculate length × width × height.cm³
Irregular solid volumeMeasuring cylinder and waterFinal water level − initial water level.cm³
Force or weightSpring balance (newton meter)Check it reads zero when unloaded; hang the load and hold the balance vertical.N

2. Take a trustworthy reading

Follow the same short routine whenever you measure.

  1. Check.Is the instrument undamaged, reading zero and able to cover the expected value?
  2. Position.Place the instrument correctly and put your eye level with the reading.
  3. Read.Record all the digits a digital display shows, or read a scale to the nearest marked division.
  4. Record.Write the value and its unit straight away. A bare number such as “12” is incomplete.
  5. Repeat.Repeat readings that may vary, such as times. A very different result should be checked, not silently deleted.

Read the scale straight on

If you look at a scale from above, below or one side, the mark you are reading seems to move against the scale, and you read the wrong value. This is parallax error. Put your eye level with the point you are reading and look straight at it.

Reading a measuring cylinderA measuring cylinder with labelled marks at 10, 20, 30, 40 and 50 cm³ and four unlabelled marks between each pair, dividing each 10 cm³ into five equal spaces. Water curves up at the walls; the bottom of its curved surface is on the third small mark above 30. An eye on the right looks along a horizontal dashed line level with the bottom of the curve.
Read the bottom of the meniscus with your eye level with it; each small division on this cylinder is 2 cm³.

First work out what one small division is worth. The labelled marks are 10 cm³ apart with five spaces between them, so one small division is 10 ÷ 5 = 2 cm³. Water curves up at the walls of the cylinder; this curved surface is the meniscus. Read its bottom: it is three small divisions above 30, so the volume is 30 + 3 × 2 = 36 cm³. Looking down from above would make the level seem higher than it is.

A laboratory thermometer is read the same way. Keep the bulb fully in the liquid, away from the bottom and sides of the container, stir gently and wait until the liquid thread stops moving. Then read the end of the thread with your eye level with it. Do not lift the thermometer out to read it: the bulb starts to cool or warm as soon as it leaves the liquid.

Check the zero

Before you measure, check what the instrument shows when it is measuring nothing: the balance with an empty pan, the spring balance hanging with no load. If it does not show zero, it has a zero error, and every reading it gives is wrong by that amount.

  • On an electronic balance, press the zero (tare) button with the pan empty.
  • On a spring balance, adjust the pointer to the zero mark before you hang the load.
  • The end of a ruler is often worn, so line the object up with a clear mark instead of the end, then subtract.
Measuring a rod with a centimetre ruleA rule marked from 0 to 10 cm with millimetre divisions. A rod lies above it with its left end level with the 2.0 cm mark and its right end level with the 7.6 cm mark. Dashed lines drop from each end of the rod to the scale.
Scroll diagram horizontally to read all labels.
The rod does not start at the zero mark, so its length is the difference between the two end readings.

Here the rod starts at the 2.0 cm mark and ends at the 7.6 cm mark, so its length is 7.6 − 2.0 = 5.6 cm. Reading only the right-hand end would give 7.6 cm, which is 2.0 cm too long.

If you cannot reset an instrument, correct each reading: corrected reading = reading − zero reading. A balance that shows 0.5 g with an empty pan and 42.3 g with a stone on it gives the stone’s mass as 42.3 − 0.5 = 41.8 g.

Time an interval

A digital stopwatch displays hundredths of a second, but you start and stop it by hand. Your reaction time, about 0.2 s, means each press can come a little early or late. Hand-timed readings are therefore recorded to 0.1 s.

  • Use clear start and stop events. For example, start when the front of a trolley crosses the start line and stop when the same point crosses the finish line.
  • Time a long enough interval. An error of 0.2 s is a quarter of a 0.8 s interval but only a fortieth of an 8.0 s interval. Use a longer track so the time is several seconds.
  • Repeat and average. Early and late presses vary from trial to trial, so the mean of several timings is more trustworthy than any one of them.

Check your understanding

A student reads a measuring cylinder while looking down from above. How should the method be improved?

Show the guided answer

Stand the cylinder upright on a level bench and bring your eye level with the liquid surface. For water, read the bottom of the meniscus. This removes the parallax error caused by looking from above.

3. Determine average speed

Average speed describes how much distance is covered per unit time over the whole measured journey.

average speed=total distancetotal time

If distance is measured in metres and time in seconds, average speed is measured in metres per second, written m/s.

A simple practical method

  1. Mark a start and finish line and measure the distance between them with a measuring tape.
  2. Release the object in the same way for each trial. Do not give it an extra push unless that is part of the method.
  3. Start and stop the stopwatch as the same point on the object crosses each line.
  4. Repeat the timing. Keep the distance fixed, find the mean time, then calculate the average speed.

Try it with support

A student times a toy car between two lines 90 cm apart. The stopwatch reads 2.0 s.

  1. Convert the distance to metres.
  2. Calculate the average speed in m/s.
  3. The student’s reaction time is about 0.2 s. Suggest two changes that would make the timing more trustworthy.
Check your answer

90 cm = 0.90 m. Average speed = 0.90 m ÷ 2.0 s = 0.45 m/s. A 0.2 s error is a tenth of a 2.0 s interval, so use a longer track (so the time is several seconds) and repeat the timing to find a mean time.

4. Use a multimeter safely

A multimeter can measure several electrical quantities, but you must change both its setting and sometimes its connection. Use only the low-voltage circuits provided by your teacher.

G1 circuit symbols and meter connectionsTen required G1 circuit symbols are labelled. A complete circuit below shows an ammeter in series with a lamp and a voltmeter connected across the lamp.Required symbolsCellBatterySwitchLampFixed resistorVariable resistorBellFuseAmmeterVoltmeterAVCorrect meter connectionsAVammeter in seriesvoltmeter across lamp
Scroll diagram horizontally to read all labels.
Use standard symbols and preserve connections: current passes through an ammeter, while a voltmeter compares the two sides of a component.

Current

Select a current setting (A or mA) and connect the meter in series, so the circuit current passes through it.

Voltage

Select a voltage setting (V) and connect the meter in parallel across the component or source. The meter compares two points.

Resistance

Switch off and disconnect the external power first. Select a resistance setting (Ω) and place the probes across the isolated component. The meter uses its own small internal source.

Choose the range and record the unit

Each setting has several ranges. The number on the dial is the largest value that range can show, and it tells you the unit of the display. For example, a meter may offer 200 mA and 10 A for current, and 2 V and 20 V for voltage.

  • Start on a high range if you do not know the expected value. If the reading fits a lower range, switch down to see more digits.
  • A value too big for the range makes the display show “OL” (on some meters, a single “1”). Switch to a higher range.
  • Large currents often need the red lead moved to a separate socket, such as the 10 A socket. Check the sockets whenever you change quantity.
  • Record the unit of the range with the number. On the 200 mA range, a display of 125.4 means 125.4 mA, which is 0.1254 A, because 1 A = 1000 mA.

Check your understanding

A multimeter on the 20 V range is connected across a lamp. The display shows 2.84.

  1. Record the reading with its unit.
  2. A student switches to the 2 V range to see more digits. What will the display show, and why?
Show the guided answer

The reading is 2.84 V. On the 2 V range the display shows “OL” (or “1”), because 2.84 V is larger than the 2 V the range can show. Stay on the 20 V range.

5. Record and check results

A results table should make sense without a spoken explanation. Put the quantity and unit in each heading, keep the same number of decimal places down each column and include every repeat.

Sample results for a 2.00 m trolley journey
TrialDistance / mTime / sAverage speed / m/s
12.003.90.51
22.004.10.49
32.004.00.50

The three results are close, so they support an average speed of about 0.50 m/s.

A result that does not fit the pattern of the others is an anomaly. Look for a reason, such as a late stopwatch press, and repeat that trial. If the repeat agrees with the other results, leave the anomaly out of the mean and write why beside it. Keep it in the table.

For a practical question

Name the instrument, say how it is positioned or connected, state what you record and include the unit. If readings can vary, say that you repeat them and calculate a mean. Specific steps earn more credit than “measure carefully”.

6. Worked Examples

Modelled example 1

Find the volume of an irregular stone

Core

Problem

Water in a measuring cylinder rises from 42 cm³ to 57 cm³ when a stone is fully submerged. Determine the stone’s volume.

Study the worked solution
  1. Choose the two readings

    Method

    Use the water level before and after the stone is submerged.

    Reason

    The stone’s volume equals the volume of water it displaces, which is the rise in the reading.

    Working

    initial volume = 42 cm³; final volume = 57 cm³

  2. Find the change

    Reason

    Subtracting removes the water that was already in the cylinder.

    Working

    stone volume = 57 cm³ − 42 cm³ = 15 cm³
  3. State the measured volume

    Working

    The stone’s volume is 15 cm³.

Guided practice 2

Determine a trolley’s average speed

About 4 min

Problem

A trolley travels 3.6 m in 4.5 s. Determine its average speed.

Write the relationship, substitution and answer

Hints

Hint 1: choose the relationship

Average speed uses the total measured distance and total measured time.

Hint 2: substitute with units

Divide 3.6 m by 4.5 s.

View solution step by step
  1. Select the measured quantities

    Method

    Use average speed = total distance ÷ total time.

    Reason

    The question describes the complete measured journey rather than the speed at one instant.

    Working

    average speed = 3.6 m ÷ 4.5 s
  2. Calculate and record the unit

    Reason

    Metres divided by seconds gives metres per second.

    Working

    average speed = 0.80 m/s

Common misconception 3

Correct an unsafe current measurement

Find and correct the mistake

Learner plan

“I will select current mode and place the multimeter probes directly across the cell.” Identify the danger and replace the plan with a safe connection.

Explain the first error and the correction

View solution step by step
  1. Locate the first unsafe decision

    Method

    Reject the across-the-cell connection while the meter is in current mode.

    Reason

    Current mode has very low resistance, so this connection can produce a very large current and damage the meter or source.

    Working

    Unsafe: current mode connected directly across the supply.

  2. Rebuild the circuit safely

    Method

    Switch off, break the intended current path and insert the meter in series.

    Reason

    The current being measured must pass through the meter without creating a separate low-resistance path.

    Working

    Safe: begin on a suitable high range, connect in series, ask for a check, then switch on.

Examiner practice 4

Plan a reliable average-speed measurement

4 marks

Examination question

Describe how to determine the average speed of a toy car over a marked track using a measuring tape and digital stopwatch. Include one way to improve confidence in the result. [4 marks]

Write a four-mark practical method

View solution step by step
  1. Measure a defined distance

    1 mark

    Method

    Mark start and finish lines and measure the distance between them with the tape.

    Reason

    A defined distance is needed for the average-speed relationship.

    Working

    Record the distance in metres.
  2. Measure the matching time

    1 mark

    Method

    Time the same reference point on the car crossing the two lines.

    Reason

    Clear start and stop events make trials comparable.

    Working

    Record the journey time in seconds.
  3. Repeat and calculate

    2 marks

    Method

    Repeat with the same release, find a mean time and divide distance by mean time.

    Reason

    Repeats reveal timing variation and reduce the influence of one unusually early or late response.

    Working

    average speed = measured distance ÷ mean time, in m/s

Challenge 5

Change from measuring current to resistance

Minimal support

Problem

A multimeter is connected in series in a switched-on circuit to measure current. The learner must now measure the resistance of one resistor. Describe every change needed before taking the new reading.

Reconfigure the equipment safely

Hints

Hint 1: start with the energy source

Resistance mode must not be used on the still-powered component.

Hint 2: change both setting and connection

Think about the supply, the component, the lead sockets, the mode and where the probes go.

View solution step by step
  1. Make the component safe to test

    Method

    Switch off and disconnect the external supply, then isolate the resistor from the circuit.

    Reason

    The meter supplies its own small test signal in resistance mode, so another live source would make the reading invalid and may damage the meter.

    Working

    Power off → supply disconnected → resistor isolated.

  2. Change the meter and connection

    Method

    Move the leads if the meter requires it, select resistance mode and connect the probes across the resistor.

    Reason

    Resistance is measured across the isolated component rather than by keeping the current-mode series connection.

    Working

    Correct sockets → resistance mode → suitable range → probes across resistor.

7. Practise this

Check your three opening answers
  1. Use a measuring cylinder for 36 cm³ of water.
  2. Average speed = 4.8 m ÷ 6.0 s = 0.80 m/s.
  3. Connect a voltmeter in parallel across the component.

1. Select and explain

Choose an instrument for each measurement: the mass of an apple, the temperature of water, the weight of a bag and 25 cm³ of liquid. Give a suitable unit for each.

Check your answer

Use an electronic balance with g or kg; a laboratory thermometer with °C; a spring balance (newton meter) with N; and a measuring cylinder with cm³ or mL.

2. Read a balance

An electronic balance shows 0.3 g with nothing on it. A student puts a beaker on it without resetting it, and the display shows 86.5 g. What is the mass of the beaker, and what should the student have done first?

Check your answer

The balance has a zero error of 0.3 g, so the mass is 86.5 − 0.3 = 86.2 g. The student should have pressed the zero (tare) button with the pan empty.

3. Read a thermometer

A laboratory thermometer has labelled marks every 10 °C with ten small divisions between them. In a beaker of water, the liquid thread ends seven small divisions above the 20 °C mark. What is the temperature? Why should the student not lift the thermometer out of the water to read it?

Check your answer

One small division is 10 ÷ 10 = 1 °C, so the temperature is 20 + 7 × 1 = 27 °C. Out of the water, the bulb starts to change temperature, so the thread moves and the reading no longer shows the water’s temperature.

4. Calculate and check

A robot travels 7.5 m, stops for 5.0 s and then travels another 2.5 m. The whole journey takes 25.0 s. Determine its average speed.

Need a hint?

Add both distances. Use the whole journey time, including the stop.

Check your answer

Total distance = 10.0 m. Average speed = 10.0 m ÷ 25.0 s = 0.40 m/s.

5. Spot the anomaly

A trolley is timed over 1.50 m four times: 2.4 s, 2.6 s, 3.9 s and 2.5 s. Which result is anomalous, what could have caused it and what should the student do? Then find the average speed.

Check your answer

3.9 s is far longer than the others. The stopwatch may have been stopped late, or the trolley slowed. Repeat that trial. If the repeat agrees with the others, leave 3.9 s out of the mean. Using the three consistent results, mean time = (2.4 + 2.6 + 2.5) ÷ 3 = 2.5 s, so average speed = 1.50 m ÷ 2.5 s = 0.60 m/s. Including 3.9 s would give a mean of 2.85 s and a speed that is too low.

6. Choose a current range

On the 200 mA range, a multimeter in series with a lamp shows 45.0. Record the current in mA and in A. In a second circuit the current is expected to be about 0.5 A. Which range should the student use: 20 mA, 200 mA or 10 A?

Check your answer

The current is 45.0 mA = 0.0450 A. 0.5 A is 500 mA, which is more than 200 mA, so use the 10 A range, moving the red lead to the 10 A socket if the meter has one.

Try this next

Use the ideas in a real practical

With your teacher’s equipment and supervision, take one set of repeat measurements and record it in a table with units. Then check the three skill areas.

Syllabus and review details

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