How people affect biodiversity
Grade 9 Science Worksheet

Circle the best answer.
Read this first
Fish stocks with a known status, end of 2023 (real data, NOAA Fisheries, 2023)
list stocks with a known status stocks flagged overfishing 364 21 overfished 263 47 Ari reads the NOAA table. Which list flagged the larger share of the stocks with a known status?
- Both flag about the same share: 47 of 506 and 21 of 506
- Overfishing: 21 of 364 is 5.8%, which is larger than 47 of 263
- Overfished: 17.9% (47 of 263) against 5.8% (21 of 364), about 3 times as large
- Overfished: 47 stocks against 21, about 2 times as large, since the counts decide the answer
Threatened species worldwide (real data, IPBES 2019)
measure value animal and plant species threatened with extinction around 1 million estimated animal and plant species on Earth 8 million Bo applies the global share to a model park with 2,400 species. About how many would be threatened at the same share?
- About 3, from 0.125% of 2,400
- About 240, from a share of 10%
- About 2,100, the share that is not threatened
- About 300: 1 million of 8 million is 12.5%, and 12.5% of 2,400 is 300
Species lost from one wetland, by driver (model data)
driver species lost where it acted habitat loss 14 invasive species 9 pollution 7 total species lost 20 Esme reads the wetland table. Why do the driver counts add to more than 20, and what is the best reading?
- Habitat loss was the main cause: 14 of the 20 species lost is 70%, the largest share
- Some species had more than one driver, so the counts overlap and cannot be added
- The total should be 30, so 10 lost species were left out
- The table has an error, because each species lost has a single cause
Pesticide level in one model stream after a ban (model data)
year after the ban level (parts per billion) 0 24 3 12 6 6 Kira reads the table. What is the level at year 9, and by what percent did it fall from year 0?
- 0 parts per billion, since a ban removes the pesticide
- 3 parts per billion, a fall of 87.5%, since it halves every 3 years
- 1.5 parts per billion, a fall of 93.75%
- 3 parts per billion, a fall of 12.5%
Two sites on one model stream (model data)
site water looks nitrate (milligrams per liter) limit (milligrams per liter) site 1 (upstream) clear 4 10 site 2 (downstream) clear 10 10 Luz reads the table. By what percent did nitrate rise downstream, and is it over the limit?
- 150%, and the reading is over the limit since it is 6 higher
- 150%, and the reading is at the limit, not over it
- 60%, and the reading is over the limit
- 0%, since the water looks clear at both sites
Three model rivers (model data)
river driver acting plant species before plant species after river 1 a dam 40 34 river 2 a pesticide 40 36 river 3 a dam and a pesticide 40 27 Milo reads the table. Which statement does the evidence support?
- The effects simply add, since 6 + 4 is close to 13
- Both drivers matter: rivers 1 and 2 lost 6 and 4, but the river with both lost 13
- The pesticide has no effect, since river 2 lost just 4 of 40
- The dam is the one cause, since both rivers with a dam lost more species than river 2
Noah reads the graph. Which statement describes stream A and predicts its level at year 8?
- Stream A falls 3 every 2 years, so it reaches 0 at year 8
- Stream A halves every 2 years, so it should be about 1.5 parts per billion at year 8
- Stream A reaches 0 by year 8, because the ban stopped the pollutant from entering the stream
- Stream B also falls, to about 12 parts per billion by year 8
Pia reads the graph. Which statement does it support about the stock after year 10?
Size of one model fish stock over twenty years (the overfished line is at 40) (model data). Time (years) across, 0 to 20, a mark every 5. Stock size (thousand tonnes) up, 0 to 100, a mark every 20. The line "Stock size" joins (0, 80), (5, 50), (10, 30), (15, 45), (20, 70) with straight pieces. The line "Overfished line" joins (0, 40), (5, 40), (10, 40), (15, 40), (20, 40) with straight pieces. Size of one model fish stock over twenty years (the overfished line is at 40) (model data). Time (years) across, 0 to 20, a mark every 5. Stock size (thousand tonnes) up, 0 to 100, a mark every 20. The line "Stock size" joins (0, 80), (5, 50), (10, 30), (15, 45), (20, 70) with straight pieces. The line "Overfished line" joins (0, 40), (5, 40), (10, 40), (15, 40), (20, 40) with straight pieces. 0 5 10 15 20 0 20 40 60 80 100 Time (years) Stock size (thousand tonnes) Stock size Overfished line - It rebuilt by about 40 thousand tonnes a year, the size of the line
- It stayed above the overfished line the whole twenty years
- It was extinct at year 10, then a new stock took over
- It rebuilt by about 4 thousand tonnes a year, rising back above the line by year 15
Four plans for testing the farm's pesticide (model data)
plan what is done plan A count insects and test the pesticide at sites above and below the farm, before and after spraying plan B ask neighbors whether the water looks clean plan C count insects once, at one site below the farm plan D test the pesticide at one site after the insects have fallen Tala wants to test whether a farm's pesticide lowered a stream's insect count. Which plan gives the best evidence?
- Plan C: a single count below the farm shows the pesticide's effect
- Plan D: a pesticide reading after the loss shows what caused the loss
- Plan A: it measures both, with sites above the farm as a comparison
- Plan B: how clear the water looks shows whether a pesticide is present
Warming and elevation (IPCC finding and a model rule)
item value warming, 2011–2020 compared with 1850–1900 (IPCC) 1.1 °C model rule: air cools for each 1,000 m uphill 6.5 °C Zee uses the model rule. About how far uphill must a plant move to keep the same temperature after 1.1 °C of warming?
- About 5.9 km uphill: 6.5 ÷ 1.1
- About 170 m uphill: 1.1 ÷ 6.5 × 1,000
- About 1,100 m uphill, from 1.1 × 1,000
- About 7 m uphill: 1.1 × 6.5