The graph workshop · practice test
Make the data
make sense.
Try eight questions on your own. Build graphs, check the evidence, then use your feedback to get ready for the test.
Your work is not sent to your teacher. Download includes your answers and, after submission, feedback. Lesson links open another tab so this attempt stays open.
Paper version · same eight questions
Interactive plotting and feedback need JavaScript. You can answer these questions on paper using the blank grids and 50-space circles. Allow about 30 minutes. All data are fictional practice examples.
1. Bridge results
The flat design held 6 coins, the arch 14, the folded bridge 22 and the tube 18. Record the four results with units.
- Flat: value and unit ____________________
- Arch: value and unit ____________________
- Folded: value and unit ____________________
- Tube: value and unit ____________________
2. Build the bridge results
Build a graph of the paper-bridge results. Start at zero and make all four bars match the table.
| Bridge design | Coins held (coins) |
|---|---|
| Flat | 6 |
| Arch | 14 |
| Folded | 22 |
| Tube | 18 |
- Graph title ____________________
- Horizontal (X) axis — Bridge design / Coins held (coins) ____________________
- Vertical (Y) axis — Bridge design / Coins held (coins) ____________________
- Value per small square ____________________
- Flat bar height (coins) ____________________
- Arch bar height (coins) ____________________
- Folded bar height (coins) ____________________
- Tube bar height (coins) ____________________
3. How many more?
How many more coins did the folded bridge hold than the flat bridge?
| Bridge design | Coins held (coins) |
|---|---|
| Flat | 6 |
| Arch | 14 |
| Folded | 22 |
| Tube | 18 |
- Set up your calculation (self-check) ____________________
- Answer with units ____________________
4. Repair the scale
A student labels equally spaced ticks 0, 5, 10, 20. Decide what needs repairing.
- Which replacement makes every jump equal? — 0, 5, 10, 15 / 0, 5, 15, 20 / 0, 10, 15, 20 ____________________
5. Follow a seedling through time
A line graph follows change in order. Here, we measure the same seedling on four days.
| Day | Height (cm) |
|---|---|
| 0 | 4 |
| 1 | 8 |
| 2 | 12 |
| 3 | 12 |
- Graph title ____________________
- Horizontal (X) axis — Day / Height (cm) ____________________
- Vertical (Y) axis — Day / Height (cm) ____________________
- Value per x space ____________________
- Value per y space ____________________
- Point 1 x value ____________________
- Point 1 y value ____________________
- Point 2 x value ____________________
- Point 2 y value ____________________
- Point 3 x value ____________________
- Point 3 y value ____________________
- Point 4 x value ____________________
- Point 4 y value ____________________
- What should happen between the points? — Join neighboring points in table order / Leave the points separate ____________________
- When did the measured height stay the same? — Day 0 to day 1 / Day 1 to day 2 / Day 2 to day 3 ____________________
- How much taller was it on day 3 than on day 0? (cm) ____________________
6. One leaf. Two measurements.
Each row describes a different leaf. One dot keeps that leaf’s length and width together.
| Length (cm) | Width (cm) |
|---|---|
| 2 | 1 |
| 4 | 3 |
| 6 | 2 |
| 8 | 4 |
- Graph title ____________________
- Horizontal (X) axis — Length (cm) / Width (cm) ____________________
- Vertical (Y) axis — Length (cm) / Width (cm) ____________________
- Value per x space ____________________
- Value per y space ____________________
- Point 1 x value ____________________
- Point 1 y value ____________________
- Point 2 x value ____________________
- Point 2 y value ____________________
- Point 3 x value ____________________
- Point 3 y value ____________________
- Point 4 x value ____________________
- Point 4 y value ____________________
- What should happen between the points? — Join neighboring points in table order / Leave the points separate ____________________
- What is the overall pattern in these four leaves? — Longer leaves tend to be wider, with an exception. / Every longer leaf is wider, without exception. / Longer leaves tend to be narrower. ____________________
- How wide is the leaf that is 6 cm long? (cm) ____________________
7. Pair the parts: 100 becomes 50
Pair neighboring 1% parts. Now each space between dots is 2%. The circle and the data stay the same size. Count gaps, not dots.
| Rock type | Count |
|---|---|
| Basalt | 20 |
| Granite | 15 |
| Sandstone | 10 |
| Marble | 5 |
- Graph title ____________________
- Basalt (%) ____________________
- Basalt · Ends at ____________________
- Granite (%) ____________________
- Granite · Ends at ____________________
- Sandstone (%) ____________________
- Sandstone · Ends at ____________________
- Marble (%) ____________________
- Marble · Ends at ____________________
- How much of the whole does one space represent here? — 1% / 2% / 50% ____________________
- How many spaces are needed for a 20% slice? (spaces) ____________________
8. A missing measurement
“Oak spent the most time reading.”
| Group | Books read (books) |
|---|---|
| Cedar | 15 |
| Oak | 25 |
| Pine | 20 |
| Maple | 10 |
- Choose an answer — Supported / Contradicted / Cannot tell ____________________
- Select the evidence you used (self-check) — Cedar: 15 books / Oak: 25 books / Pine: 20 books / Maple: 10 books / The graph does not measure the information needed. ____________________
- Explain your verdict ____________________