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1.2 Systems

Practice exam-style IB ESS questions for Systems, aligned with the syllabus and grouped by topic.

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Paper
Difficulty
Status
Level
Question 1
SL • Paper 2
Easy
Calculator Permitted
SL • Paper 2
Easy
Calculator Permitted

A

Define a system.

[1]
B

Define a system boundary.

[1]
Question 2
SL • Paper 2
Easy
Calculator Permitted
SL • Paper 2
Easy
Calculator Permitted

A reservoir receives water from rainfall and a river. Water is removed for domestic use, while some is lost by evaporation.

A

Identify one storage, one input and one output in this system.

[3]
Question 3
SL • Paper 2
Medium
Calculator Permitted
SL • Paper 2
Medium
Calculator Permitted

Figure 1 shows selected storages and flows for a reservoir supplying a town.

Image

A

Identify the principal storage in Figure 1 and calculate the daily change in this storage.

[2]
B

Distinguish between downstream discharge and evaporation as system processes.

[2]
C

Explain why the reservoir is an open system.

[2]
Question 4
SL • Paper 2
Medium
Calculator Permitted
SL • Paper 2
Medium
Calculator Permitted

A

Distinguish between a transfer and a transformation in a system.

[2]
B

Classify each process as a transfer or a transformation: water flowing from soil into a plant root; evaporation from a leaf.

[2]

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Question 5
SL • Paper 2
Medium
Calculator Permitted
SL • Paper 2
Medium
Calculator Permitted

A

Distinguish between an open system and a closed system.

[2]
B

State why a global geochemical cycle is described as approximately closed.

[1]
Question 6
SL • Paper 1
Medium
Calculator Permitted
SL • Paper 1
Medium
Calculator Permitted

A constructed wetland receives water from a stream and supplies water to nearby farms. Figure 1 represents selected storages and daily flows within the wetland system.

Image

A

Identify the largest storage and the largest quantified input shown in Figure 1.

[2]
B

Calculate the daily change in the water storage if all the quantified flows remain constant.

[2]
C

Distinguish between a transfer and a transformation, using one named flow from Figure 1 as an example of each.

[3]
D

Construct additions to the systems diagram to show solar radiation entering the wetland, chemical energy passing from producers to consumers, and heat leaving the wetland.

[3]
E

Evaluate the usefulness of the boundary selected for this wetland system.

[3]
Question 7
SL • Paper 2
Medium
Calculator Permitted
SL • Paper 2
Medium
Calculator Permitted

Figure 2 shows outputs from a simplified Daisyworld model. The preferred temperature for daisy growth is approximately 295 K295\ K.

Image

A

Calculate the increase in temperature of the lifeless planet as relative stellar radiation increases from 0.85 to 1.20.

[1]
B

Describe the difference between the temperature responses of the living Daisyworld and the lifeless planet.

[2]
C

Explain how negative feedback involving daisies could produce the pattern shown for the living Daisyworld.

[3]
Question 8
SL • Paper 2
Medium
Calculator Permitted
SL • Paper 2
Medium
Calculator Permitted

Figure 3 shows the response of an ecosystem biomass storage to a temporary disturbance. Before the disturbance, biomass inputs and outputs were each 50 kg day−150\ \text{kg day}^{-1}.

Image

A

State the biomass immediately after the disturbance and the time at which it first returns to its previous long-term level.

[2]
B

Using the information provided, distinguish between steady-state equilibrium and stable equilibrium.

[2]
C

Explain one negative feedback mechanism that could contribute to the recovery shown.

[2]

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Question 9
SL • Paper 2
Medium
Calculator Permitted
SL • Paper 2
Medium
Calculator Permitted

Fossil-fuel combustion increases atmospheric greenhouse-gas concentrations, contributing to warming and the melting of land ice.

A

Explain how this example demonstrates that Earth is an integrated system. Refer to three named Earth spheres.

[3]
Question 10
SL • Paper 2
Medium
Calculator Permitted
SL • Paper 2
Medium
Calculator Permitted

Figure 1 represents two patterns in the state of an open ecosystem over time.

Image

A

Identify the type of equilibrium represented in panel A.

[1]
B

Describe two features of stable equilibrium shown in panel B.

[2]
Question 11
SL • Paper 1
Medium
Calculator Permitted
SL • Paper 1
Medium
Calculator Permitted

A wildfire occurred in the fictional Rava mountain region following an unusually dry winter. Figure 2 summarizes selected changes during the following six months.

Image

Image

A

Identify the Earth-system sphere containing each of the following: mountain snow and exposed soil.

[2]
B

Explain the change in river turbidity between the period before the wildfire and month 1.

[3]
C

Explain why Earth is considered to approximate a closed system rather than an open system.

[2]
D

Evaluate the usefulness of representing the wildfire as an integrated Earth system.

[4]
Question 12
SL • Paper 1
Medium
Calculator Permitted
SL • Paper 1
Medium
Calculator Permitted

An enclosed grassland reserve contains a grazing mammal and its principal food plant. At the start of year 4, 40 grazing mammals entered the reserve through a damaged fence.

Annual grazer abundance and vegetation biomass in the enclosed reserve.

YearGrazers / individualsVegetation biomass / tonnes
178525
281515
379520
4120420
585330
668350
770390
876450
982505
1080520

Image

A

State the minimum vegetation biomass and the year in which it occurred.

[1]
B

Calculate the percentage decrease in grazer abundance from year 4 to year 6.

[2]
C

Explain how negative feedback contributed to the changes after year 4.

[4]
D

Distinguish between stable equilibrium and steady-state equilibrium with reference to the reserve.

[2]
E

Evaluate the claim that the reserve had fully recovered by year 9.

[2]

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Question 13
SL • Paper 2
Medium
Calculator Permitted
SL • Paper 2
Medium
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Researchers gradually increased and then decreased the phosphorus concentration in experimental shallow lakes. Figure 4 shows the resulting algal biomass.

Image

A

Identify the approximate phosphorus concentration at which the lake shifts to a high-algal-biomass state as phosphorus is increased.

[1]
B

Compare the algal biomass at a phosphorus concentration of 0.04 mg0.04\ \text{mg} per litre during the increasing- and decreasing-phosphorus treatments.

[2]
C

Explain how the pattern in Figure 4 demonstrates a tipping point and a regime shift.

[4]
Question 14
HL • Paper 2
Medium
Calculator Permitted
HL • Paper 2
Medium
Calculator Permitted

Figure 5 represents selected annual carbon and energy flows and linked processes among components of the integrated Earth system.

Image

A

Calculate the percentage of annual anthropogenic carbon emissions that accumulates in the atmosphere.

[2]
B

Explain why Earth approximates a closed system for matter but not for energy.

[2]
C

Analyse how the anthroposphere can cause linked changes in three other Earth-system components shown in Figure 5.

[3]
Question 15
HL • Paper 2
Medium
Calculator Permitted
HL • Paper 2
Medium
Calculator Permitted

A small pond contains water, producers, consumers and detritus. Solar radiation and rainfall enter the pond. Feeding and death transfer energy and matter between storages. Heat and overflow leave the pond.

A

Draw a systems diagram for this pond.

[4]
Question 16
HL • Paper 2
Medium
Calculator Permitted
HL • Paper 2
Medium
Calculator Permitted

A

Explain how melting sea ice can form a positive feedback loop that amplifies an initial increase in temperature.

[4]

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Question 17
SL • Paper 1
Hard
Calculator Permitted
SL • Paper 1
Hard
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Lake Neru is a shallow lake surrounded by agricultural land. Scientists gradually increased external phosphorus loading in a lake model and then reduced it. Two alternative stable states were observed.

Image

Image

A

Calculate the percentage increase in chlorophyll-a concentration when phosphorus loading increased from 0.60 to 0.65 mg m−2 day−10.65\ \text{mg m}^{-2}\text{ day}^{-1}.

[2]
B

Explain why the change at a phosphorus loading of approximately 0.65 mg m−2 day−10.65\ \text{mg m}^{-2}\text{ day}^{-1} may be described as a tipping point.

[3]
C

Explain one positive feedback loop that maintains the turbid state.

[3]
D

Evaluate the proposal that reducing external phosphorus loading to 0.50 mg m−2 day−10.50\ \text{mg m}^{-2}\text{ day}^{-1} would restore the lake to its clear-water state.

[4]
Question 18
HL • Paper 2
Hard
Calculator Permitted
HL • Paper 2
Hard
Calculator Permitted

Figure 6 shows outputs from a model of a polar marine system as regional temperature increases above a reference value.

Modelled polar marine system outputs at increasing regional temperature anomaly.

Regional temperature anomaly / KSummer sea-ice area / million km^2Mean surface albedoAbsorbed solar energy / W m^-2
08.00.62130
17.00.58140
25.50.50160
33.00.38190
41.00.25220
A

Calculate the percentage decrease in summer sea-ice area between temperature anomalies of 0 K and 3 K.

[2]
B

Describe the relationships between sea-ice area, surface albedo and absorbed solar energy.

[2]
C

Explain how the relationships in Figure 6 form a positive feedback loop.

[3]
D

Suggest one feature of Figure 6 that may indicate movement towards a tipping point.

[1]
Question 19
HL • Paper 2
Hard
Calculator Permitted
HL • Paper 2
Hard
Calculator Permitted

Three models were used to predict forest carbon storage following a severe drought. Figure 7(a) compares their predictions with field observations. Figure 7(b) summarizes the processes included in each model.

Image

Image

A

Determine which model most closely matches the observations and calculate its absolute prediction error in year 10.

[2]
B

Explain how the feedbacks included in Model C account for its pattern after the drought.

[2]
C

Evaluate the use of Model C to predict the response of other forests to drought.

[3]
Question 20
SL • Paper 2
Hard
Calculator Permitted
SL • Paper 2
Hard
Calculator Permitted

A city collects household organic waste and processes it at a composting facility. Finished compost is supplied to farms and urban gardens.

A

Outline four features that should be identified when applying a systems approach to the composting facility.

[4]
B
I.

Construct a systems diagram for the composting facility. Include two storages, two inputs, two outputs and at least one internal flow.

[4]
II.

Distinguish between a transfer and a transformation using processes from the composting system.

[3]
C

Using named examples, evaluate the usefulness of a systems approach in improving the sustainability of urban organic-waste management.

[9]

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Question 21
HL • Paper 2
Hard
Calculator Permitted
HL • Paper 2
Hard
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Figure 2 shows outputs from a simplified Daisyworld model.

Image

A

Explain how negative feedback produces the temperature pattern for the living Daisyworld.

[4]
Question 22
HL • Paper 2
Hard
Calculator Permitted
HL • Paper 2
Hard
Calculator Permitted

A computer model predicts the response of a forest to increasing temperature. It includes tree growth, rainfall and fire frequency but excludes pests, soil-nutrient differences and human land use.

A

Explain one advantage of using this model rather than manipulating an entire forest.

[2]
B

Explain one limitation of its prediction.

[2]
Question 23
HL • Paper 2
Hard
Calculator Permitted
HL • Paper 2
Hard
Calculator Permitted

A wetland may be modelled as a local pool, as part of a river catchment, or as one component of the global hydrological system.

A

Outline two ways in which changing the boundary from the local pool to the river catchment would alter the systems model.

[2]
B

Outline why decomposition within the local pool may be represented as only one aggregated flow in a global model.

[2]
Question 24
HL • Paper 1
Hard
Calculator Permitted
HL • Paper 1
Hard
Calculator Permitted

Scientists used a modified Daisyworld model to investigate how organisms with different albedos might influence planetary temperature as stellar radiation increases.

Image

Image

A

Calculate the difference between the temperature increases of the lifeless planet and living Daisyworld from relative stellar radiation 0.85 to 1.15.

[2]
B

Explain how negative feedback regulates the temperature of Daisyworld as stellar radiation increases.

[4]
C

Explain how the Daisyworld results support the regulatory principle of the Gaia hypothesis.

[3]
D

Evaluate the usefulness of Daisyworld as a model for predicting temperature regulation on Earth.

[5]

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Question 25
HL • Paper 1
Hard
Calculator Permitted
HL • Paper 1
Hard
Calculator Permitted

The fictional city of Tovan relies on a reservoir that supplies the city and irrigated farms. Managers introduced seasonal water pricing and leakage repairs at the start of year 3.

A

Calculate the daily change in reservoir storage under the representative pre-management dry-season conditions.

[2]
B

Explain why the reservoir was not in steady-state equilibrium under the pre-management conditions shown in the water-budget table.

[2]
C

Analyse how the management measures may have contributed to the change in reservoir storage by year 5.

[4]
D

Explain why a systems approach is more appropriate than considering the reservoir storage in isolation.

[2]
E

Evaluate the conclusion that seasonal pricing and leakage repairs caused the increase in reservoir storage.

[4]
Question 26
HL • Paper 2
Hard
Calculator Permitted
HL • Paper 2
Hard
Calculator Permitted

A constructed wetland receives phosphorus from surrounding farmland. Chlorophyll-a concentration is used as an indicator of algal abundance. Table 1 shows annual boundary flows and selected system-state indicators. Internal phosphorus released from sediment is recycled within the wetland and is not included as an external input.

Annual external phosphorus flows and wetland indicators.

YearExternal P input / kgExternal P output / kgEnd-year P storage / kgChlorophyll-a concentration / μg L−1\mu\text{g L}^{-1}Dissolved oxygen / mg L−1\text{mg L}^{-1}
11282489
214929108
3181037454
4161142602
Initial storage——20——
A

Calculate the net change in phosphorus storage across years 1 to 3 using the external inputs and outputs.

[2]
B

Identify two changes between years 2 and 3 that provide evidence of a possible tipping point.

[2]
C

Explain how positive feedback could maintain the algal-dominated state in year 4 even though the external phosphorus input decreases.

[3]
D

Suggest one limitation of using the table alone to determine the exact phosphorus tipping point.

[1]
Question 27
SL • Paper 2
Hard
Calculator Permitted
SL • Paper 2
Hard
Calculator Permitted

A

Explain how interactions among three named Earth-system spheres demonstrate that Earth is an integrated system.

[3]
B

Explain how the Daisyworld model represents temperature regulation by negative feedback.

[8]
C

Evaluate the Gaia hypothesis as a model for understanding regulation within the Earth system.

[9]
Question 28
SL • Paper 2
Hard
Calculator Permitted
SL • Paper 2
Hard
Calculator Permitted

A

Distinguish between stable equilibrium and steady-state equilibrium in an open ecosystem.

[4]
B

Explain how negative feedback may contribute to the recovery of a forest ecosystem after a severe storm reduces its plant biomass.

[7]
C

Using named examples, to what extent do negative feedback loops maintain the stability of ecosystems exposed to human disturbance?

[9]

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Question 29
HL • Paper 2
Hard
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HL • Paper 2
Hard
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Figure 3 shows a shallow lake before and after nutrient enrichment crosses a threshold.

Image

A

Explain how crossing the tipping point can cause a regime shift from the clear-water state to the turbid state.

[4]
Question 30
HL • Paper 1
Hard
Calculator Permitted
HL • Paper 1
Hard
Calculator Permitted

A simplified computer model investigates summer sea-ice cover in a polar ocean. The albedo of sea ice is 0.62 and the albedo of open ocean is 0.10.

Image

Image

A

Determine the percentage of incoming radiation absorbed by sea ice and by open ocean.

[2]
B

Explain how the ice–albedo feedback can amplify an initial decrease in sea-ice cover.

[4]
C

Analyse the evidence that the model contains a tipping point.

[3]
D

Evaluate the use of this model to guide decisions about polar-climate policy.

[5]
Question 31
HL • Paper 1
Hard
Calculator Permitted
HL • Paper 1
Hard
Calculator Permitted

Researchers modelled a proposed reforestation programme at three spatial scales. Each model was designed for a different purpose.

Image

Projected outcomes of the reforestation programme after 20 years, with uncertainty ranges.

Model scaleProjected outcomePredicted changeUncertainty range
PlotSoil-water storageIncrease 18%18\%Increase 12–24%12\text{--}24\%
PlotLocal plant-species richnessIncrease 6 speciesIncrease 2–102\text{--}10 species
CatchmentAnnual river runoffDecrease 12%12\%Decrease 6–18%6\text{--}18\%
CatchmentSediment exportDecrease 28%28\%Decrease 17–39%17\text{--}39\%
GlobalAtmospheric CO2CO_2Decrease 0.002 ppm0.002\,\text{ppm}Decrease 0.001–0.004 ppm0.001\text{--}0.004\,\text{ppm}
A

Identify one storage represented in the plot-scale model and one flow represented in the catchment-scale model.

[2]
B

Explain how changing the spatial scale changes the boundaries and level of detail of the models.

[3]
C

Analyse what the model outputs suggest about the environmental effects of the reforestation programme.

[4]
D

Evaluate which model, or combination of models, would be most useful when deciding whether the reforestation programme should proceed.

[5]
Question 32
HL • Paper 2
Hard
Calculator Permitted
HL • Paper 2
Hard
Calculator Permitted

A

Explain the relationship between positive feedback, a tipping point and a regime shift.

[4]
B

Analyse how repeated heat stress could cause a coral-dominated reef to undergo a regime shift to an algae-dominated state.

[7]
C

Using named examples, evaluate the usefulness of system models for predicting and managing environmental tipping points.

[9]

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Question 33
HL • Paper 2
Hard
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HL • Paper 2
Hard
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A coastal city is developing models to assess flood risk from storm surges, river discharge and urban surface runoff.

A

Outline four characteristics of a model used to represent an environmental system.

[4]
B

Analyse how changing the model boundary and spatial scale could affect the coastal city's flood-risk assessment.

[7]
C

Using named examples, evaluate the use of models at different scales to guide management of environmental hazards.

[9]
Question 34
HL • Paper 2
Hard
Calculator Permitted
HL • Paper 2
Hard
Calculator Permitted

A

Explain why Earth may be considered approximately closed for matter but open for energy.

[4]
B

Analyse how thawing permafrost can create linked changes across the integrated Earth system.

[7]
C

Using named examples, to what extent does a systems approach improve decisions intended to reduce climate-related environmental change?

[9]

1.1 Perspectives

1.3 Sustainability