Year 6 Science: Recording data in tables and graphs
Part of the Year 6 Science working scientifically (years 5-6) chapter. Chapter overview · whole chapter on one page
Recording data in tables and graphs
Scientists record results in tables, so that data is easy to read. They show results in graphs and diagrams.
- A bar chart compares separate groups, such as three towels. Each bar is a group.
- A line graph shows how something changes over time. Points are joined by a line.
Every graph needs a title, labelled axes with units, and a scale that goes up in equal steps. The horizontal axis is the x-axis and the vertical axis is the y-axis.
The table records Mo's bean heights, from the line graph above.
| Week | Height (cm) |
|---|---|
| Week 1 | 4 |
| Week 2 | 7 |
| Week 3 | 11 |
| Week 4 | 16 |
| Week 5 | 20 |
Key ideas
- Use a table to record data clearly.
- Use a bar chart to compare separate groups.
- Use a line graph to show how something changes over time.
- Every graph needs a title, labelled axes, units and an equal scale.
Method. Think about what is being compared.
- Look at the groups. The three towels are separate groups, not steps in time.separate groups
- Choose the graph. A bar chart compares separate groups.bar chart
- Write the answer. bar chart
Check. A line graph would be used for the bean height over weeks. ✓
Method. Subtract the earlier height from the later height.
- Read the heights. Week 3 is 11 cm and week 4 is 16 cm.11 and 16
- Subtract. The growth is 16 minus 11.16 - 11 = 5
- Write the answer. 5 cm
Check. 11 + 5 = 16, so the answer is correct. ✓
Watch out. Growth is the later height minus the earlier height.
Method. Find week 5 in the table.
- Find the row. The row for week 5 gives the height.week 5
- Read the height. The height in week 5 is 20 cm.20
- Write the answer. 20 cm
Check. The line graph reaches 20 cm at week 5. ✓
Watch out
Watch out: a bar chart without units, or a line graph with the axes unlabelled, cannot be read properly. Always write the units.
Exam tip
Exam tip. When you draw a graph, give it a title, label both axes with units, and use equal steps on each scale.
Try it (with your teacher, or a grown-up at home). Measure how tall a plant or a stick is each day for four days, using a ruler and a pencil mark. Write the heights in a table with one row for each day. Then draw a line graph with a title, labelled axes and units.
Exercise 1C Recording data in tables and graphs
Method. Find the shortest bar.
- Compare the bars. Towel B has the shortest bar, at 10 mL.shortest bar
- Read the name. The name under that bar is Towel B.Towel B
- Write the answer. Towel B
Check. Towel C has the tallest bar, at 19 mL. ✓
Method. Read the top of the bar for Towel A.
- Find the bar. The first bar is Towel A.Towel A
- Read its height. The label on top of that bar says 14 mL.14 mL
- Write the answer. 14 mL
Check. This matches the mean in the table in section 1.2. ✓
Method. Find week 2 on the x-axis.
- Find week 2. Week 2 is the second point along the x-axis.week 2
- Read the height. The point at week 2 is at 7 cm on the y-axis.7 cm
- Write the answer. 7 cm
Check. The table also gives 7 cm for week 2. ✓
Method. Subtract week 1 from week 2.
- Read the heights. Week 1 is 4 cm and week 2 is 7 cm.4 and 7
- Subtract. The growth is 7 minus 4.7 - 4 = 3
- Write the answer. 3 cm
Check. 4 + 3 = 7. ✓
Method. Work out the growth for each pair of weeks.
- Week 1 to week 2. The growth is 3 cm.7 - 4 = 3
- Week 3 to week 4. The growth is 5 cm, which is the largest.16 - 11 = 5
- Write the answer. week 3 and week 4
Check. The other growths are 4 cm and 4 cm. ✓
Method. Subtract the week 1 height from the week 5 height.
- Read the heights. Week 1 is 4 cm and week 5 is 20 cm.4 and 20
- Subtract. The total growth is 20 minus 4.20 - 4 = 16
- Write the answer. 16 cm
Check. Adding the weekly growths 3, 4, 5 and 4 also gives 16. ✓
Method. Think about what helps a reader understand a graph.
- List the features. A graph needs a title, labelled axes, units and a scale.title, axes, units, scale
- Write the answer. Accept any two of: a title, labelled axes, units, a scale.
Check. Each feature helps a reader read the graph. ✓
Method. Remember which axis is horizontal.
- Find the horizontal axis. The horizontal axis is the x-axis. The weeks are along it.horizontal
- Name the axis. So the weeks are on the x-axis.x-axis
- Write the answer. x-axis
Check. The height is on the vertical y-axis. ✓
Method. Read the label on the vertical axis.
- Read the label. The label on the vertical axis says mean water absorbed (mL).mL
- Write the unit. So the unit is millilitres.millilitres
- Write the answer. mL
Check. A unit is needed on every scale. ✓
Method. Multiply the height by the value of each centimetre.
- Read the scale. Each 1 cm stands for 2 mL.1 cm = 2 mL
- Multiply. So 7 cm stands for 7 times 2.7 x 2 = 14
- Write the answer. 14 mL
Check. Half of 14 is 7, which is 1 cm for 2 mL. ✓
Method. Check the chart against the list of graph features.
- Check the list. A graph needs a title, labelled axes and units.title, axes, units
- Find the missing feature. The chart is missing its title, so add a title.title
- Write the answer. Accept any one of: a title, the units, labelled axes.
Check. A title tells the reader what the graph shows. ✓
Method. Think about what the bean data shows.
- Think about time. The bean height changes each week, so the data is a change over time.over time
- Think about the graph. A line graph joins the points, so the change is easy to see.joins the points
- Write the answer. Accept any sentence that says a line graph shows how the height changes over time, so the growth is easy to see.
Check. A bar chart suits separate groups, not a change over time. ✓
Method. Find the week where the line rises the most.
- Look at the steepest rise. The steepest rise is between week 3 and week 4.steepest
- Check the growth. The height rises from 11 cm to 16 cm, which is 5 cm.16 - 11 = 5
- Write the answer. week 3 and week 4
Check. A steep line means a big change in a short time. ✓
Method. Think about what units tell the reader.
- Think about the numbers. Numbers without units do not say what they measure.no units
- Decide. So the graph is not complete without units.not complete
- Write the answer. Accept any answer that says no, because the reader cannot tell what the numbers measure without units.
Check. Units tell the reader what each number measures. ✓