Cover lesson · Mathematics and Numeracy · Year 4 · Intermediate
DCF: Data and computational thinking → Data and information literacy
Also assessed, LNF: Numeracy → Statistics and probability → Representing data
Name: Class: Date:
What this practises: handling data on paper. Pupils tally a birdwatch log, enter the totals in a pretend spreadsheet, sort it, draw a bar chart with a scale in 2s, answer questions, sort the birds with two rules in a Carroll diagram (like a database search) and decide whether a claim is supported by the data.
Print: this sheet, one per pupil, and the stimulus sheet “Ysgol y Wern birdwatch log”, one between two. No computers are needed. Pupils need a ruler and coloured pencils for the bar chart.
Run: 5 min read the stimulus sheet aloud · 10 min Step 1 · 8 min Step 2 · 12 min Step 3 · 6 min Step 4 · 7 min Step 5 · 7 min Step 6. Total 55 minutes.
Collect: this sheet. Steps 1, 3 and 5 (the tally chart, the bar chart and the Carroll diagram) give the numeracy evidence. Quick checks: the totals add up to 48; starling 13 (most), house sparrow 10, blue tit 8, blackbird 6, woodpigeon 5, robin 4, magpie 2 (least).
Year 4 at Ysgol y Wern watched birds for 1 hour. They made a card for every bird they saw. The cards are a muddle of names. Your job is to turn them into a table, a spreadsheet and a bar chart that answer questions quickly.
Go along each row of cards on the stimulus sheet, from card 1 to card 48. For each card, draw 1 tally mark next to that bird. The 5th mark crosses the first 4, like a gate.
| Bird | Tally | Total |
|---|---|---|
| Blackbird | ||
| Blue tit | ||
| House sparrow | ||
| Magpie | ||
| Robin | ||
| Starling | ||
| Woodpigeon | ||
| All the totals added together | ||
Check: the log has 6 rows of 8 cards. How many cards is that? ______ Does it match your total? If not, tally again.
A spreadsheet is a grid. Columns have letters. Rows have numbers. Each box is a cell, named by its column and row, like B3.
(a) Copy your totals into column B. Put the total of all the birds in cell B9.
| A | B | |
|---|---|---|
| 1 | Bird | Number seen |
| 2 | Blackbird | |
| 3 | Blue tit | |
| 4 | House sparrow | |
| 5 | Magpie | |
| 6 | Robin | |
| 7 | Starling | |
| 8 | Woodpigeon | |
| 9 | Total |
(b) Which cell holds the number of robins? ________ What number is in cell B4? ________
(c) Spreadsheets can sort data. Sort it yourself: write the birds again, from the most seen to the least seen.
| A | B | |
|---|---|---|
| 1 | Bird | Number seen |
| 2 | ||
| 3 | ||
| 4 | ||
| 5 | ||
| 6 | ||
| 7 | ||
| 8 |
(d) In your sorted sheet, what is in cell A2? ________ What is in cell B8? ________
Use your table or your bar chart.
| Question | Answer |
|---|---|
| (a) Which bird was seen the most? | |
| (b) Which bird was seen the least? | |
| (c) Which bird was seen exactly 8 times? | |
| (d) How many more starlings than robins were seen? | |
| (e) How many more house sparrows than blackbirds were seen? | |
| (f) How many birds were seen altogether? |
A bird database can find birds using two questions at once. A Carroll diagram does the same job on paper. Use your totals and the bird fact cards on the stimulus sheet. Write each of the 7 birds in the right box.
| Shorter than 20 cm | Not shorter than 20 cm | |
|---|---|---|
| Seen more than 6 times | ||
| Not seen more than 6 times |
Careful: is 6 “more than 6”?
A database search asks: seen more than 6 times and shorter than 20 cm. Which birds does it find?
(a) You now have 4 ways of showing the same birds: the log, the spreadsheet, the bar chart and the Carroll diagram. Which one is best for each question?
| Question | Best way |
|---|---|
| Which bird was seen first? | |
| Exactly how many blue tits were seen? | |
| Which bird was seen most, at a quick glance? | |
| Which small birds were seen more than 6 times? |
(b) Cards 18 to 24 were one flock of starlings. Without that flock, how many starlings were seen? ______ Which bird would then be seen the most? ____________
(c) Gethin says: “Our birdwatch proves that starlings are the most common bird in Wales.” Do you agree? Give 2 reasons.
(d) How could you collect better data to test Gethin’s idea?