WS.9

Recording data

Indicative relationship: Activate 1 · Working Scientifically
KS3 science lesson

Recording data

Lesson focus: A results table should allow another scientist to check exactly what was measured.

Learning objective

Record with , units, consistent and space for repeats.

Build on earlier learning

Laboratory equipment

Revisit units, resolution and sensible precision before recording raw data.

You will be successful when you can…

  • Construct headings in the form quantity / unit.
  • Place the independent variable in the first column.
  • Separate raw measurements from calculated values.
  • Record consistent precision without altering unexpected values.
KEY VOCABULARY

Words that carry the science

raw data
Measurements or observations recorded before calculation.
processed data
Values calculated or transformed from raw data.
heading
A label naming the quantity and, where relevant, its unit.
precision
How finely a measurement is expressed, linked to scale or resolution.
anomalous result
A value that differs unexpectedly from the overall pattern or repeats.
BUILD YOUR UNDERSTANDING

Record data so it can be checked

01Build the structure first

Place the in the first column. Use such as “temperature / °C” and “time / s”, so each cell contains a number rather than a repeated unit.

Give every repeated its own column. Put calculated , such as a mean, in a separate labelled column.

02Preserve what was measured

Record values immediately and to supported by the apparatus. Measurements from the same instrument are usually recorded consistently.

Do not erase an because it looks inconvenient. Retain it, check for a reason and repeat if the plan allows.

03Use categories clearly

Qualitative observations need defined categories or precise descriptions. “Lots” and “a little” are hard to compare unless a scale is defined.

Table titles can state the investigation context, while column headings carry the measured quantities and units.

Raw and processed data

Keep the evidence trail visible from measurement to calculation.

  1. Raw repeat 1Recorded directly; never replaced by the mean.
  2. Raw repeat 2Shows whether the outcome varies.
  3. Raw repeat 3May reveal an unusual value requiring investigation.
  4. MeanProcessed summary; calculation and exclusions must be transparent.
A reader should be able to recalculate the mean from the displayed raw values.
Interactive model

Results table and line of best fit

Each reading adds a weight (1 N) to the spring. The table has the independent variable in the first column and units in the headings; the graph gets a line of best fit once there are three points.

Extension 2.7 cm1 NReading 1 of 8

Controls

Spring
Gradient of best-fit lineneeds 3 readings

Readings are illustrative. The points scatter a little either side of the line: that is random error.

Results (illustrative)
Force / NExtension / cm
12.7
The extension rises in a straight line as the force increases; the best-fit line passes close to every point.01234567805101520Force / NExtension / cm
WORKED EXAMPLE

Repair the headings

A table has columns “Temp”, “18 seconds”, “20 seconds”, “19 seconds” and “Average”.

  1. Rename “Temp” as “temperature / °C”.
  2. Create repeat columns: “time trial 1 / s”, “time trial 2 / s”, “time trial 3 / s”.
  3. Move 18, 20 and 19 into one row for the relevant temperature.
  4. Label the final column “mean time / s”.

How to make the reasoning visible: Headings name quantities and units; cells hold the values.

LEARN BY DOING

Temperature and dissolving data

Inspect the table, calculate the means and keep any unusual raw value visible.

Temperature / °CTime 1 / sTime 2 / sTime 3 / sMean time / s
2094929393
3073757474
4058825765.7
5045444645
  1. Look at the 40 °C row. Which result looks odd ()?

  2. Why should you keep 82 s in the table, even if you do that test again?

  3. Recalculate the mean for 40 °C without the anomalous 82 s result.

RETRIEVE · APPLY · CHECK

Check your understanding

Answer from memory, then check against the suggested answer.

Which column does the independent variable go in?

Where do you write the unit?

What is processed data?

What is raw data?

What is an anomalous result?

Apply the idea

You measure a plant’s height in millimetres every two days. Write the two column headings.

Stretch and challenge

Why does writing every value to two decimal places not make the results more accurate?

Why is it useful to write the units in the column heading instead of after every number?

Exam Question Practice

WS.9Construct4 marks

Exam Question Practice

Mark points shown after marking

You measure the extension of a spring (how much it stretches, in mm) at each force (in N). You do three repeats and work out a mean. Construct the column headings for your results table.

(4)

Total for this question: 4 marks

Command word: For , write the actual headings, not a description of them.

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