How relationships between species keep an ecosystem stable
Grade 9 Science Worksheet

Circle the best answer.
Read this first
Termites and the protozoa in their guts (data: OpenStax Biology)
partner effect what happens termite gains the protozoa break down the cellulose in wood, so the termite gets energy from it protozoa gains the termite's gut gives them a protected home Ari reads the table about termites and the protozoa that live in their guts. Which relationship does it show?
- Mutualism: the termite and the protozoa each gain from the other
- Commensalism: both partners gain, and neither one is harmed by the other
- Parasitism: the protozoa gain a home from the termite
- Competition: the termite and the protozoa need the same wood
Growth of two model species alone and together (model data)
species growth alone (model units) growth together (model units) M 20 26 N 20 20 Bo reads the model data on growth. Which relationship fits the table?
- Parasitism: species M gains and species N is harmed
- Commensalism: species M gains and species N is unchanged
- Competition: both species grow less when together
- Mutualism: both species gain, because species N did not lose
Two Paramecium species grown alone and together (model data)
species count alone count together Paramecium aurelia 160 140 Paramecium caudatum 150 0 Esme reads the model data on two Paramecium species in a test tube. Which relationship fits the table?
- Parasitism: Paramecium aurelia gains from Paramecium caudatum
- Commensalism: both species gain from sharing the same test tube
- Mutualism: both species do better together than they do alone
- Competition: both use one limited resource, and one drops to 0
Host plants per plot with and without a model parasite (model data)
year without the parasite with the parasite 1 50 50 2 54 49 3 58 46 4 62 44 Jun reads the model data on host plants in plots. Which statement fits the table?
- Parasitism: with the parasite the host count falls from 50 to 44, not to 0
- The parasite helps its host: the host count rises with it
- No effect: both columns start at 50 plants in year 1
- Not parasitism: a parasite would have removed its hosts well before year 4
Two model parasites and their hosts (model data)
parasite days its host stays in the habitat days it needs to reach a new host new hosts reached X 10 30 0 Y 60 30 3 Luz reads the model data on two parasites. Which parasite reaches new hosts, and why?
- Parasite Y: its host stays 60 days, so Y needs 60 days to move
- Parasite X: it needs 30 days, the same as Y, so it reaches the most
- Parasite X: its host stays 10 days, and a quick loss helps a parasite
- Parasite Y: its host stays 60 days, longer than the 30 days it needs
Milo reads the graph. The cycle repeats every 10 years. In which year will the lynx count peak the second time?
- Year 14: the cycle is 10 years after the lynx peak at year 4
- Year 16: 4 years after the second hare peak at year 12
- Year 10: 2 years before the second hare peak at year 12
- Year 12: the year of the second hare peak, read as the lynx peak
Noah reads the graph. Which statement about when the two counts start to fall fits the graph?
Hares and lynx over 7 years (model data). Time (years) across, 0 to 7, a mark every 1. Count (hundreds of animals) up, 0 to 100, a mark every 20. Hares joins (0, 20), (1, 50), (2, 90), (3, 70), (4, 40), (5, 20), (6, 10), (7, 10) with straight pieces. Lynx joins (0, 10), (1, 10), (2, 25), (3, 45), (4, 35), (5, 20), (6, 10), (7, 5) with straight pieces. Hares and lynx over 7 years (model data). Time (years) across, 0 to 7, a mark every 1. Count (hundreds of animals) up, 0 to 100, a mark every 20. Hares joins (0, 20), (1, 50), (2, 90), (3, 70), (4, 40), (5, 20), (6, 10), (7, 10) with straight pieces. Lynx joins (0, 10), (1, 10), (2, 25), (3, 45), (4, 35), (5, 20), (6, 10), (7, 5) with straight pieces. Hares and lynx over 7 years (model data) 0 1 2 3 4 5 6 7 0 20 40 60 80 100 Time (years) Count (hundreds of animals) Hares Lynx - Both counts fall after the same peak, in year 3, so neither one comes first
- The lynx count falls after its year 2 peak, one year before the hare count falls after its year 3 peak
- The hare count falls after its year 2 peak, one year before the lynx count falls after its year 3 peak
- The hare count falls after its year 3 peak, one year before the lynx count falls after its year 4 peak
Pia reads the graph. In the year the lynx count peaks, what is the hare count doing?
Hares and lynx over 10 years (model data). Time (years) across, 0 to 10, a mark every 2. Count (hundreds of animals) up, 0 to 100, a mark every 20. Hares joins (0, 20), (2, 50), (4, 80), (6, 40), (8, 10), (10, 20) with straight pieces. Lynx joins (0, 5), (2, 10), (4, 25), (6, 40), (8, 20), (10, 5) with straight pieces. Hares and lynx over 10 years (model data). Time (years) across, 0 to 10, a mark every 2. Count (hundreds of animals) up, 0 to 100, a mark every 20. Hares joins (0, 20), (2, 50), (4, 80), (6, 40), (8, 10), (10, 20) with straight pieces. Lynx joins (0, 5), (2, 10), (4, 25), (6, 40), (8, 20), (10, 5) with straight pieces. Hares and lynx over 10 years (model data) 0 2 4 6 8 10 0 20 40 60 80 100 Time (years) Count (hundreds of animals) Hares Lynx - Falling: the hare peak came 2 years earlier, and hares are at 40
- At its lowest: the hare count is down at 10 by the lynx peak
- At its peak: both counts peak in the same year
- Rising: the hare count peaks 2 years after the lynx peak
Removing one species from a model stream community of 12 species (model data)
species removed individuals before removal species left banded tetra 30 6 stream snail 400 11 stream moss 900 10 Ren reads the model data. Which species is the keystone species of the stream?
- No species is key: after one removal the stream keeps most of its species
- Stream moss: it has the most individuals, 900, so removing it must matter most
- The banded tetra: the fewest species are left, though it has the fewest individuals
- Stream snail: removing it leaves the most species, 11, so it matters most to the stream
Zee reads the graph. Which statement fits it?
Species in two model streams; the 30 banded tetras of stream S are absent from year 4 (model data). Time (years) across, 0 to 8, a mark every 2. Species (number) up, 0 to 14, a mark every 2. Stream R joins (0, 12), (2, 12), (4, 12), (6, 12), (8, 12) with straight pieces. Stream S joins (0, 12), (2, 12), (4, 12), (6, 9), (8, 7) with straight pieces. Species in two model streams; the 30 banded tetras of stream S are absent from year 4 (model data). Time (years) across, 0 to 8, a mark every 2. Species (number) up, 0 to 14, a mark every 2. Stream R joins (0, 12), (2, 12), (4, 12), (6, 12), (8, 12) with straight pieces. Stream S joins (0, 12), (2, 12), (4, 12), (6, 9), (8, 7) with straight pieces. Species in two model streams; the 30 banded tetras of stream S are absent from year 4 (model data). 0 2 4 6 8 0 2 4 6 8 10 12 14 Time (years) Species (number) Stream R Stream S - Stream S returns to 12 species, so removing one species does not matter
- Stream R falls from 12 to 7 species after year 4, while stream S stays at 12
- The tetras are not key, because 30 individuals is a small count
- After year 4, stream S falls from 12 to 7 species while stream R stays at 12