Measurements of Time, Temperature, Mass and Volume
Choose and use apparatus for time, temperature, mass and volume, including correct scale readings, units, meniscus technique and precision.
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The core idea
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Learning objectives
- name appropriate apparatus for the measurement of time, temperature, mass and volume; including burettes, pipettes, measuring cylinders and gas syringes
- make and record observations, measurements and estimates;
Chemistry results are useful only when another person can understand and repeat the measurements. Choose suitable apparatus, record the value with justified precision and always include its unit.
1. Definition
Measurement is the process of assigning a numerical value and unit to a quantity (e.g., time, temperature, mass, volume) using an appropriate instrument.
2. Key Ideas
- In school chemistry, common units are second (s), degree Celsius (°C), gram (g), cm³ and dm³.
- Choose the instrument based on the required resolution (the smallest readable change), the required accuracy, and the job (fixed volume vs variable volume).
- Precision describes how close repeated readings are to one another; it is not the same as resolution.
- Record readings to the correct decimal places and include units.
- Reduce errors: read scales at eye level to avoid parallax error, and read the correct part of the meniscus.
3. Detailed Explanations
- 1 cm³ = 1 mL and 1 dm³ = 1 L = 1000 cm³.
- Parallax error = reading the scale from above/below eye level.
- Meniscus = curved liquid surface; for water, read the bottom of the curve.
A. Measurement of Time
- SI unit: second (s).
- Common instrument: stopwatch.
A stopwatch may display 0.01 s (its resolution), but a hand-timed result has additional uncertainty due to human reaction time. Repeat readings and calculate a mean when appropriate.
B. Measurement of Temperature
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Record laboratory temperature in degrees Celsius (°C) unless the question specifies another unit.
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Instruments: laboratory thermometer, digital thermometer, data logger (temperature sensor + automatic recording).
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Good practice: ensure the bulb/sensor is fully in the substance and not touching the container wall; wait for the reading to stabilise.
Mercury is toxic if a thermometer breaks and mercury is released. Do not touch the spill; move away and tell your teacher immediately so the school’s spill procedure can be followed.
C. Measurement of Mass
- SI unit: kilogram (kg). In school labs, mass is usually recorded in gram (g).
- Instruments: beam balance (rare) and electronic balance.
- When measuring a substance directly in a container, tare (zero) the balance with the empty container before adding the substance. In a weigh-by-difference method, record the required masses instead of taring between readings.
D. Measurement of Volume (Liquids)
- SI unit: cubic metre (m³). In chemistry you commonly use cm³ and dm³ (L).
- Key conversions:
- 1 cm³ = 1 mL
- 1 dm³ = 1 L = 1000 cm³
- 1000 L = 1 m³
The apparatus you choose depends on whether you need an approximate volume or a precise volume.
| Apparatus | What it is used for | Typical precision (school lab) |
|---|---|---|
| Beaker | Holding/mixing; rough volumes only | Very low (do not use for “exactly …” questions) |
| Measuring cylinder | Measuring a variable volume when high precision is not required | Often to the nearest 0.5 cm³ or 1.0 cm³ (depends on size) |
| Pipette | Measuring a fixed volume accurately (e.g., 25.0 cm³) | High (used for titration/standard solutions) |
| Burette | Delivering a variable volume accurately (titration) | Read to the nearest 0.05 cm³ and record two decimal places (e.g., 24.00, 24.05) |
| Volumetric flask | Making a solution up to an exact final volume (standard solution prep) | High (use the calibration mark) |
Mini-example (common exam wording):
- “Exactly 25.0 cm³” → pipette.
- “About 25 cm³” → measuring cylinder.
For measuring the volume of gases, see Collection of Gases and Measurement of their Volumes.
Never pipette by mouth. Use a pipette filler.
E. Meniscus and Parallax Error
When a liquid is in a narrow container (measuring cylinder, burette, pipette), the surface is usually curved. This curved surface is the meniscus.
- Concave meniscus (e.g., water): read the bottom of the curve.
- Convex meniscus (e.g., mercury): read the top of the curve.
- Read at eye level to avoid parallax error (apparent shift in reading when viewed from above/below the scale).
4. Common Mistakes
- Writing “accurate to 0.01” when you mean the resolution is 0.01.
- Forgetting to tare the balance before measuring mass in a container.
- Reading the meniscus from above/below eye level (parallax).
- Recording a burette reading to 1 decimal place, or using a final digit other than 0 or 5 for the nearest-0.05 cm³ reading.
- Using a measuring cylinder or beaker when the question says “exactly 25.0 cm³”.
5. Exam Tips
If the question is about technique, you usually need to say “read at eye level to avoid parallax error” and “read the bottom of the meniscus (for water)”.
“Exactly 25.0 cm³” usually points to a pipette. “Variable volume delivered” points to a burette. “Make up to a fixed final volume” points to a volumetric flask.
6. Worked Examples
Modelled example 1
Choosing the Right Apparatus (Fixed Volume)
Problem
Study the worked solution
Read the measurement requirement
Method
Identify that the task needs one exact fixed volume.Reason
The word “exactly” rules out apparatus intended for rough or lower-precision estimates.Working
Required: fixed 25.0 cm³ aliquot.Match the apparatus
Method
Select the 25.0 cm³ pipette.Reason
A volumetric pipette is calibrated to deliver that fixed volume accurately; a beaker or measuring cylinder is not suitable for the stated precision.Working
Answer: 25.0 cm³ pipette.
Guided practice 2
Recording a Burette Reading
Problem
Choose the justified number of decimal places
Hints
Hint 1: instrument rule
Hint 2: precision
View solution step by step
Apply the burette convention
Method
Record the reading to two decimal places.Reason
A standard burette scale supports the second decimal place through estimation between graduations.Working
24.00 cm³.Reject false alternatives
Method
Reject both coarser and unjustifiably finer recordings.Reason
24 and 24.0 discard precision, while 24.000 implies resolution the apparatus does not provide.Working
Correct recording: 24.00 cm³.
Common misconception 3
Taring a Balance
Learner method
Remove the container mass from the reading
View solution step by step
Zero with the container
Method
Place the empty weighing boat on the balance and press tare/zero.Reason
This subtracts the container contribution from subsequent readings.Working
Empty boat on pan; display set to 0.00 g.Add the required solid
Method
Add sodium chloride until the display reads 2.50 g.Reason
After taring, the displayed increase is the solid’s mass alone.Working
Measured sodium chloride mass: 2.50 g.
Examiner practice 4
Measure a temperature change
Examination question
Choose apparatus and state both readings
View solution step by step
Choose suitable apparatus
1 markMethod
Use a laboratory thermometer or temperature probe.Reason
Either instrument measures the changing temperature directly.Working
Place the bulb or probe in the reaction mixture without touching the container.Record the relevant temperatures
1 markMethod
Record the initial temperature, then the highest temperature reached after mixing.Reason
The question asks for the greatest rise, so the maximum reading is needed.Working
Record both values in °C to the instrument’s resolution.Calculate the change
1 markMethod
Subtract the initial temperature from the maximum temperature.Reason
A rise is final/maximum minus initial.Working
Δ T = Tₘₐₓᵢₘᵤₘ-Tᵢₙᵢₜᵢₐₗ.
Self-mark with the mark scheme
Compare your response with each mark point. Select a point only when your response contains that evidence.
Self-mark apparatus, readings and calculation separately.
Challenge 5
Anomalous Result (Time)
Repeated-data transfer
Select the consistent trials before averaging
Hints
Hint 1: consistency
Hint 2: rounding
View solution step by step
Identify the anomaly
Method
Exclude 31.0 s from this mean.Reason
It is far from the mutually consistent 18.2 s and 18.5 s readings.Working
Consistent set: 18.2 s and 18.5 s.Calculate and report
Method
Average the consistent pair and round appropriately.Reason
The mean should not claim finer precision than the original readings.Working
(18.2 + 18.5)/2 = 18.35 s ≈ 18.4 s.
7. Mind Stretchers
Mind stretcher 1: Error Analysis (Meniscus + Parallax)Extension
Question: Two students read the same measuring cylinder containing water.
- Student A reads from above the liquid level and records 36.0 cm³.
- Student B reads at eye level and records 34.0 cm³.
Who is more likely to be correct, and why?
Show Answer
Answer: Student B.
Reason: The correct technique is to read the bottom of the concave meniscus at eye level. Reading from above causes parallax error, so Student A’s value is not reliable.
Mind stretcher 2: Instrument Choice (Making a Standard Solution)Extension
Question: You need to prepare exactly 250.0 cm³ of sodium hydroxide solution. Which apparatus must be used to make the solution up to the correct final volume?
Show Answer
Answer: A 250 cm³ volumetric flask.
Reason: A volumetric flask is calibrated to contain an exact final volume when the bottom of the meniscus is on the calibration mark.
8. Quiz
Practise apparatus choice, units, meniscus readings, resolution and measurement errors.
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