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Question 1 Report
A development organisation has installed a community biogas plant in Village M in western Kenya. The plant converts cattle dung and crop waste from local farms into biogas for cooking and lighting. The village has a population of approximately 3 500 people across 480 households. Before the biogas plant was installed, 85% of households relied on firewood collected from surrounding woodland for cooking. Women and children spent an average of 3 hours per day collecting firewood, and deforestation in the area had increased soil erosion and reduced water quality in the nearby River Ondo.
Fig. 1 shows a simplified diagram of the biogas digester system used in Village M.
Table 1 compares the costs and environmental impacts of three cooking fuel options available to households in Village M.
| Fuel type | Monthly cost per household (USD) | CO2 equivalent emissions (kg per month) | Indoor air pollution level | Availability |
|---|---|---|---|---|
| Firewood | 0 (collected free) | 45 | High | Declining (deforestation) |
| Kerosene | 12 | 38 | Medium | Purchased from town (25 km) |
| Biogas | 3 (maintenance fee) | 8 | Very low | Produced locally from farm waste |
The biogas digester works by anaerobic digestion. Cattle dung and crop waste are loaded into a sealed tank where bacteria break down the organic matter in the absence of oxygen, producing biogas. The gas, which is mainly methane, is collected from the dome above the tank and piped to households. The leftover material, called digestate, is rich in nutrients and is used as fertiliser on crop fields.
The plant currently serves 120 households but has a maximum capacity of 200 households. Some farmers are reluctant to participate because they currently spread cattle dung directly on their fields and are concerned that diverting it to the digester will reduce their soil fertility.
(a) State the main gas produced during anaerobic digestion in the biogas plant. [1]
(b)(i) Using Table 1, state which fuel type produces the highest CO2 equivalent emissions per month. [1]
(b)(ii) Using Table 1, describe one advantage of biogas over kerosene as a cooking fuel. [1]
(c) Explain how switching from firewood to biogas could reduce deforestation in the area around Village M. [2]
(d) Using the diagram and information provided, describe how the biogas digester produces gas from organic waste. [3]
(e) Suggest how the digestate produced by the biogas plant could benefit local farmers. [2]
(f)(i) Explain why some farmers are reluctant to supply cattle dung to the biogas plant. [1]
(f)(ii) Suggest one way this concern could be addressed. [2]
(g) Using Table 1, calculate the difference in CO2 equivalent emissions between a household using firewood and one using biogas. [1]
(h) Using all the information provided, suggest two social benefits that the biogas plant has brought to the people of Village M. [4]
(a) Main gas produced during anaerobic digestion: [1]
Methane (CH\(_4\)) [1]. Methane is the combustible component of biogas that provides the energy for cooking and lighting when burned.
(b)(i) Fuel type with the highest CO\(_2\) equivalent emissions (from Table 1): [1]
Firewood (45 kg CO\(_2\) equivalent per month) [1].
(b)(ii) One advantage of biogas over kerosene: [1]
Biogas costs only $3 per month (a maintenance fee) compared to $12 per month for kerosene, making it significantly cheaper and more affordable for low-income households [1].
(Other valid advantages: biogas produces far lower CO\(_2\) emissions (8 vs. 38 kg/month); produces very low indoor air pollution vs. medium for kerosene; is produced locally from farm waste rather than requiring a 25 km trip to purchase.)
(c) How switching from firewood to biogas could reduce deforestation: [2]
(d) How the biogas digester produces gas from organic waste (from diagram and text): [3]
(e) How the digestate could benefit local farmers: [2]
(f)(i) Why some farmers are reluctant to supply cattle dung: [1]
Farmers currently spread cattle dung directly on their fields as fertiliser and are concerned that diverting it to the biogas digester will reduce the fertility of their soil, leading to lower crop yields [1].
(f)(ii) One way to address this concern: [2]
The project organisers could explain and demonstrate to farmers that the digestate returned from the biogas plant is actually a more effective fertiliser than raw, unprocessed dung [1]. During anaerobic digestion, the nutrients in the dung are converted into chemical forms that are more readily absorbed by plant roots, while harmful pathogens and weed seeds are destroyed. Farmers would receive the digestate back as a superior fertiliser, so their soil fertility would improve rather than decline [1].
(g) Difference in CO\(_2\) equivalent emissions between firewood and biogas: [1]
\[ 45 - 8 = 37 \text{ kg CO}_2 \text{ equivalent per month} \] [1]
A household switching from firewood to biogas would reduce its monthly greenhouse gas emissions by 37 kg CO\(_2\) equivalent - a reduction of over 82%.
(h) Two social benefits of the biogas plant for Village M: [4]
Answer Details
(a) Main gas produced during anaerobic digestion: [1]
Methane (CH\(_4\)) [1]. Methane is the combustible component of biogas that provides the energy for cooking and lighting when burned.
(b)(i) Fuel type with the highest CO\(_2\) equivalent emissions (from Table 1): [1]
Firewood (45 kg CO\(_2\) equivalent per month) [1].
(b)(ii) One advantage of biogas over kerosene: [1]
Biogas costs only $3 per month (a maintenance fee) compared to $12 per month for kerosene, making it significantly cheaper and more affordable for low-income households [1].
(Other valid advantages: biogas produces far lower CO\(_2\) emissions (8 vs. 38 kg/month); produces very low indoor air pollution vs. medium for kerosene; is produced locally from farm waste rather than requiring a 25 km trip to purchase.)
(c) How switching from firewood to biogas could reduce deforestation: [2]
(d) How the biogas digester produces gas from organic waste (from diagram and text): [3]
(e) How the digestate could benefit local farmers: [2]
(f)(i) Why some farmers are reluctant to supply cattle dung: [1]
Farmers currently spread cattle dung directly on their fields as fertiliser and are concerned that diverting it to the biogas digester will reduce the fertility of their soil, leading to lower crop yields [1].
(f)(ii) One way to address this concern: [2]
The project organisers could explain and demonstrate to farmers that the digestate returned from the biogas plant is actually a more effective fertiliser than raw, unprocessed dung [1]. During anaerobic digestion, the nutrients in the dung are converted into chemical forms that are more readily absorbed by plant roots, while harmful pathogens and weed seeds are destroyed. Farmers would receive the digestate back as a superior fertiliser, so their soil fertility would improve rather than decline [1].
(g) Difference in CO\(_2\) equivalent emissions between firewood and biogas: [1]
\[ 45 - 8 = 37 \text{ kg CO}_2 \text{ equivalent per month} \] [1]
A household switching from firewood to biogas would reduce its monthly greenhouse gas emissions by 37 kg CO\(_2\) equivalent - a reduction of over 82%.
(h) Two social benefits of the biogas plant for Village M: [4]
Question 2 Report
The Padma River is one of the largest rivers in Bangladesh, flowing through the centre of the country before joining the Meghna River and reaching the Bay of Bengal. In the Faridpur District, sand and gravel have been extracted from the riverbed in increasing quantities over the past 15 years to supply the booming construction industry in Dhaka, the capital city. Dhaka has a population of over 22 million people and is one of the fastest-growing cities in the world. The construction of new buildings, roads, and bridges requires vast quantities of sand, gravel, and cement.
Fig. 4 shows a map of a 25 km section of the Padma River in the Faridpur District. The map shows the locations of five licensed sand extraction sites (labelled A to E) and four nearby villages.
Table 4 shows data on sand extraction and its effects on the river environment between 2010 and 2025.
| Year | Sand extracted (million m3) | Average river depth (m) | Rate of bank erosion (m per year) | Fish catch (tonnes per year) | Number of flood events |
|---|---|---|---|---|---|
| 2010 | 2.4 | 12.5 | 3.2 | 1 850 | 2 |
| 2013 | 3.8 | 11.8 | 4.5 | 1 620 | 3 |
| 2016 | 5.6 | 10.4 | 6.8 | 1 280 | 4 |
| 2019 | 7.2 | 9.1 | 8.4 | 940 | 5 |
| 2022 | 8.5 | 8.0 | 10.2 | 720 | 6 |
| 2025 | 9.8 | 7.2 | 12.5 | 510 | 7 |
A student studying the data in Table 4 plotted a graph of sand extraction volume against average river depth and found a strong negative correlation, showing that as extraction increases the riverbed is lowered.
Sand is extracted using two methods. At the larger sites (A, B, and E), suction dredgers mounted on boats pump sand from the riverbed through pipes to barges or directly to the bank. At smaller sites (C and D), workers manually dig sand from exposed sandbanks during the dry season and load it into boats. Both methods remove material from the riverbed, lowering the river channel and destabilising the banks. Fishermen in the area have reported declining catches of hilsa and other species that depend on sandy river habitats for spawning. During the monsoon season, weakened river banks collapse more frequently, destroying farmland and sometimes entire sections of villages.
The Faridpur District has a population of approximately 1.9 million people, many of whom depend on the river for fishing, transport, and irrigation of rice paddies. Average annual rainfall in the district is 1 800 mm, with over 80% falling during the monsoon season from June to September. Local environmental groups and fishing communities have called on the government to regulate sand mining more strictly. Currently, only five sites hold official extraction licences, but an estimated 15 unlicensed operations also remove sand along this stretch of the river. Sand is the second most consumed natural resource in the world after water, and global demand has tripled in the past 20 years.
(a) State two uses of sand and gravel in the construction industry. [2]
(b) Use Fig. 4 to describe the locations of the sand extraction sites along the Padma River. [3]
(c) Use Table 4 to describe the changes in sand extraction volume and average river depth between 2010 and 2025. [4]
(d) Explain how removing sand from the riverbed affects the river ecosystem. [5]
(e) Describe how sand mining increases the risk of flooding and bank erosion for communities along the river. [4]
(f) Suggest three ways the government could manage sand extraction to reduce environmental damage. [4]
(g) Explain why demand for sand has increased rapidly in Bangladesh in recent years. [3]
(a) Two uses of sand and gravel in the construction industry [1 each, max 2]:
Other valid answers include: glass manufacture, land reclamation, drainage fill, or mortar.
(b) Using Fig. 4 to describe the locations of extraction sites:
(c) Changes in sand extraction and river depth (Table 4):
\[\text{Percentage decrease} = \frac{12.5 - 7.2}{12.5} \times 100 = 42.4\%\]
(d) Effects of sand removal on the river ecosystem:
(e) How sand mining increases flood and erosion risk:
(f) Three ways the government could manage sand extraction [max 4 marks]:
Other valid suggestions include: buffer zones near villages, environmental monitoring, fines for illegal extraction, or relocation of sites away from vulnerable areas.
(g) Why demand for sand has increased rapidly in Bangladesh:
Answer Details
(a) Two uses of sand and gravel in the construction industry [1 each, max 2]:
Other valid answers include: glass manufacture, land reclamation, drainage fill, or mortar.
(b) Using Fig. 4 to describe the locations of extraction sites:
(c) Changes in sand extraction and river depth (Table 4):
\[\text{Percentage decrease} = \frac{12.5 - 7.2}{12.5} \times 100 = 42.4\%\]
(d) Effects of sand removal on the river ecosystem:
(e) How sand mining increases flood and erosion risk:
(f) Three ways the government could manage sand extraction [max 4 marks]:
Other valid suggestions include: buffer zones near villages, environmental monitoring, fines for illegal extraction, or relocation of sites away from vulnerable areas.
(g) Why demand for sand has increased rapidly in Bangladesh:
Question 3 Report
A geography class is studying how human populations have changed across the world. The students have gathered data from a United Nations population report and from surveys conducted in several countries at different stages of development.
Fig. 1 shows the birth rate and death rate for Country R, a developing nation in southern Africa, from 1950 to 2010.
Fig. 1
Table 1 shows population indicators for three countries at different stages of the demographic transition model.
| Indicator | Country X (Stage 2) | Country Y (Stage 3) | Country Z (Stage 4) |
|---|---|---|---|
| Birth rate (per 1000) | 42 | 22 | 10 |
| Death rate (per 1000) | 14 | 8 | 11 |
| Natural increase (%) | 2.8 | 1.4 | -0.1 |
| Infant mortality rate (per 1000 live births) | 65 | 25 | 4 |
| Total fertility rate | 5.6 | 2.4 | 1.5 |
| Life expectancy (years) | 58 | 72 | 82 |
Table 1
Country S, a large nation in eastern Asia, introduced a strict population control policy in 1980 to reduce its rapidly growing population. Before the policy, families could have as many children as they wished. After 1980, most families were limited to one child. Table 2 shows how population indicators in Country S changed between 1970 and 2020.
| Year | Total population (millions) | Total fertility rate | Annual growth rate (%) |
|---|---|---|---|
| 1970 | 820 | 5.8 | 2.6 |
| 1980 | 1000 | 2.7 | 1.2 |
| 1990 | 1140 | 2.3 | 1.4 |
| 2000 | 1270 | 1.7 | 0.8 |
| 2010 | 1340 | 1.5 | 0.5 |
| 2020 | 1400 | 1.3 | 0.3 |
Table 2
Table 3 compares two settlements within Country T, a developing nation in western Africa. Village P is located 12 km from a major city with good road and rail links. Village Q is in a remote highland area, 180 km from the nearest town.
| Characteristic | Village P | Village Q |
|---|---|---|
| Population | 3200 | 480 |
| Average number of children per family | 1.8 | 4.2 |
| Percentage of population aged 15-64 | 70 | 52 |
| Percentage of population aged 65+ | 8 | 3 |
| Percentage with access to healthcare | 95 | 35 |
| Literacy rate (%) | 92 | 58 |
Table 3
The United Nations report states that the world population reached 8 billion people in 2022. In developing regions, many cities are growing at a rapid rate. One city in the study saw its population rise from 2.4 million in 2000 to 7.2 million in 2020. This growth was driven by a high rate of natural increase and by large-scale rural-to-urban migration. Net migration into the city rose from 85 000 people per year in 2000 to 175 000 per year in 2020.
(a)(i) Using Fig. 1, state the approximate birth rate and death rate in Country R in 1950. [2]
(a)(ii) Describe how the natural increase (the gap between birth rate and death rate) has changed between 1950 and 2010. [2]
(b) Explain two reasons why the death rate in Country R has fallen over this period. [4]
(c) Using Table 1, explain what is meant by 'natural increase' and state why Country Z has a negative value. [3]
(d) Describe two differences between the population characteristics of Country X and Country Z. [4]
(e)(i) Using Table 2, describe the change in total fertility rate in Country S from 1970 to 2020. [2]
(e)(ii) Explain why the total population of Country S continued to grow even after the fertility rate fell below replacement level (2.1). [3]
(f) State two problems that may arise from a very low fertility rate over a long period. [2]
(g) Using Table 3, suggest two reasons why Village Q has a higher average number of children per family than Village P. [4]
(h) Explain how improving access to education for women in Village Q could affect the birth rate. [3]
(i) Calculate the percentage increase in the city's population from 2000 to 2020. Show your working. [2]
(j) Suggest three strategies a government could use to manage the environmental and social challenges caused by rapid urban population growth. [6]
(k) Suggest why the birth rate in Country R has declined more slowly than the death rate. [2]
(l) Suggest one reason why Country S relaxed its population control policy in later years. [1]
(a)(i) Using Fig. 1, the approximate rates in 1950:
These values are read from the y-axis where each line begins on the left side of the graph in 1950.
(a)(ii) The natural increase (the gap between the birth rate and death rate lines) has changed significantly:
(b) Two reasons why the death rate in Country R has fallen [2 marks each: 1 for reason, 1 for explanation]:
(c) Natural increase is the difference between the birth rate and the death rate, usually expressed as a percentage of the population [1]. Country Z has a negative natural increase (-0.1%) because its death rate (11 per 1000) exceeds its birth rate (10 per 1000) [1], meaning more people are dying each year than are being born. The population would shrink without immigration [1].
(d) Two differences between Country X (Stage 2) and Country Z (Stage 4) [2 marks each: 1 for each side of the comparison]:
Other valid comparisons include: infant mortality rate (65 vs 4), or total fertility rate (5.6 vs 1.5).
(e)(i) The total fertility rate in Country S fell significantly from 5.8 in 1970 to 1.3 in 2020 [1]. The steepest decline occurred between 1970 and 1980 (5.8 to 2.7), coinciding with the introduction of the population control policy. The rate of decrease slowed after 1990 [1].
(e)(ii) The population continued to grow despite sub-replacement fertility because of population momentum:
(f) Two problems from a very low fertility rate over a long period [1 each]:
(g) Two reasons why Village Q has more children per family than Village P [2 marks each: 1 for the factor, 1 for explanation]:
(h) Improving education for women in Village Q could reduce the birth rate because:
(i) Calculating the percentage increase in the city's population:
Increase = 7,200,000 - 2,400,000 = 4,800,000 [1]
\[\text{Percentage increase} = \frac{4\,800\,000}{2\,400\,000} \times 100 = 200\%\] [1]
(j) Three strategies to manage challenges from rapid urban growth [2 marks each, max 6]:
Other valid strategies include: expanding healthcare and education services, developing satellite towns, or implementing waste management systems.
(k) The birth rate in Country R has declined more slowly than the death rate because:
(l) One reason why Country S relaxed its population control policy [1]:
Other valid answers include: growing gender imbalance, or the policy being seen as restricting personal freedom.
Answer Details
(a)(i) Using Fig. 1, the approximate rates in 1950:
These values are read from the y-axis where each line begins on the left side of the graph in 1950.
(a)(ii) The natural increase (the gap between the birth rate and death rate lines) has changed significantly:
(b) Two reasons why the death rate in Country R has fallen [2 marks each: 1 for reason, 1 for explanation]:
(c) Natural increase is the difference between the birth rate and the death rate, usually expressed as a percentage of the population [1]. Country Z has a negative natural increase (-0.1%) because its death rate (11 per 1000) exceeds its birth rate (10 per 1000) [1], meaning more people are dying each year than are being born. The population would shrink without immigration [1].
(d) Two differences between Country X (Stage 2) and Country Z (Stage 4) [2 marks each: 1 for each side of the comparison]:
Other valid comparisons include: infant mortality rate (65 vs 4), or total fertility rate (5.6 vs 1.5).
(e)(i) The total fertility rate in Country S fell significantly from 5.8 in 1970 to 1.3 in 2020 [1]. The steepest decline occurred between 1970 and 1980 (5.8 to 2.7), coinciding with the introduction of the population control policy. The rate of decrease slowed after 1990 [1].
(e)(ii) The population continued to grow despite sub-replacement fertility because of population momentum:
(f) Two problems from a very low fertility rate over a long period [1 each]:
(g) Two reasons why Village Q has more children per family than Village P [2 marks each: 1 for the factor, 1 for explanation]:
(h) Improving education for women in Village Q could reduce the birth rate because:
(i) Calculating the percentage increase in the city's population:
Increase = 7,200,000 - 2,400,000 = 4,800,000 [1]
\[\text{Percentage increase} = \frac{4\,800\,000}{2\,400\,000} \times 100 = 200\%\] [1]
(j) Three strategies to manage challenges from rapid urban growth [2 marks each, max 6]:
Other valid strategies include: expanding healthcare and education services, developing satellite towns, or implementing waste management systems.
(k) The birth rate in Country R has declined more slowly than the death rate because:
(l) One reason why Country S relaxed its population control policy [1]:
Other valid answers include: growing gender imbalance, or the policy being seen as restricting personal freedom.
Question 4 Report
City M is a large city in northern Europe with a population of 1.8 million people. The city currently imports approximately 85% of its fresh food from farms in other countries. Leafy vegetables, tomatoes, and herbs are transported by road and air from southern Europe, North Africa, and Central America. The average transport distance for imported food is 8 500 km. This long-distance transport of food is often described using the term 'food miles'.
In 2022, the city government launched an urban farming initiative to increase local food production and reduce the environmental impact of food transport. The initiative included converting 40 unused rooftop spaces into community growing areas and constructing a five-storey vertical farm in a former warehouse building near the city centre. The vertical farm uses stacked growing trays, LED lighting, and a water recycling system to produce crops indoors throughout the year, regardless of the outdoor climate.
Table 1 shows a comparison of the vertical farm and imported conventional farming for selected indicators.
| Factor | Vertical farm (City M) | Imported conventional farm |
|---|---|---|
| Yield per m² per year (kg) | 45 | 3.5 |
| Transport distance to consumer (km) | 5 | 8 500 |
| CO&sub2; emissions per kg of food (g) | 120 | 890 |
| Water use per kg of food (litres) | 12 | 85 |
| Production cost per kg (EUR) | 4.80 | 1.20 |
| Growing season | All year (365 days) | Seasonal (180 days) |
Fig. 1 shows a diagram of the vertical farming system used in City M.
The vertical farm began operating in 2023 and produced 540 tonnes of leafy vegetables and herbs in its first full year. However, some residents and local businesses have raised concerns about the high cost of vertically farmed produce and the electricity consumption of the LED lighting system. The city government has installed solar panels on the roof of the building to offset some of the energy demand, but the panels currently supply only 15% of the farm's total electricity needs.
(a)(i) State what is meant by 'food miles'. [1]
(a)(ii) Using Table 1, state the transport distance for food produced in the vertical farm and for imported food. [1]
(b)(i) Using Table 1, describe two advantages of producing food in a vertical farm compared to importing it. [2]
(b)(ii) Using the data in Table 1, calculate the percentage reduction in CO₂ emissions per kg when food is produced locally in the vertical farm rather than imported. Show your working. [2]
(c)(i) Explain how reducing food miles helps to lower carbon dioxide emissions. [2]
(c)(ii) Explain how the water recycling system in a vertical farm uses water more efficiently than a conventional farm. [2]
(d)(i) Suggest two reasons why some residents of City M may oppose the construction of vertical farms. [2]
(d)(ii) State one social benefit of community rooftop gardens for the population of City M. [1]
(e) Describe how urban farming initiatives can improve food security for the population of City M. [2]
(f) Suggest three ways the city government could encourage more people to grow food locally. [3]
(a)(i) Definition of food miles: [1]
Food miles is the distance that food is transported from where it is produced to where it is consumed or sold [1]. A higher number of food miles generally means more fuel is burned during transport, contributing more carbon dioxide emissions to the atmosphere.
(a)(ii) Transport distances (from Table 1): [1]
The vertical farm produces food just 5 km from the consumer, while imported food travels 8,500 km [1]. This represents a 1,700-fold difference in transport distance.
(b)(i) Two advantages of vertical farming over importing (from Table 1): [2]
(b)(ii) Percentage reduction in CO\(_2\) emissions when food is produced locally: [2]
\[ \text{Reduction} = 890 - 120 = 770 \text{ g per kg} \] [1]
\[ \text{Percentage reduction} = \frac{770}{890} \times 100 = 86.5\% \] [1]
Producing food in the vertical farm reduces CO\(_2\) emissions per kilogram by 86.5% compared to importing it.
(c)(i) How reducing food miles lowers carbon dioxide emissions: [2]
(c)(ii) How the water recycling system uses water more efficiently: [2]
(d)(i) Two reasons why some residents may oppose vertical farms: [2]
(d)(ii) One social benefit of community rooftop gardens: [1]
Community rooftop gardens provide shared green spaces where residents can socialise, build community connections, and work together while growing food, helping to reduce social isolation in dense urban areas [1].
(e) How urban farming can improve food security for City M: [2]
(f) Three ways the city government could encourage more local food growing: [3]
Answer Details
(a)(i) Definition of food miles: [1]
Food miles is the distance that food is transported from where it is produced to where it is consumed or sold [1]. A higher number of food miles generally means more fuel is burned during transport, contributing more carbon dioxide emissions to the atmosphere.
(a)(ii) Transport distances (from Table 1): [1]
The vertical farm produces food just 5 km from the consumer, while imported food travels 8,500 km [1]. This represents a 1,700-fold difference in transport distance.
(b)(i) Two advantages of vertical farming over importing (from Table 1): [2]
(b)(ii) Percentage reduction in CO\(_2\) emissions when food is produced locally: [2]
\[ \text{Reduction} = 890 - 120 = 770 \text{ g per kg} \] [1]
\[ \text{Percentage reduction} = \frac{770}{890} \times 100 = 86.5\% \] [1]
Producing food in the vertical farm reduces CO\(_2\) emissions per kilogram by 86.5% compared to importing it.
(c)(i) How reducing food miles lowers carbon dioxide emissions: [2]
(c)(ii) How the water recycling system uses water more efficiently: [2]
(d)(i) Two reasons why some residents may oppose vertical farms: [2]
(d)(ii) One social benefit of community rooftop gardens: [1]
Community rooftop gardens provide shared green spaces where residents can socialise, build community connections, and work together while growing food, helping to reduce social isolation in dense urban areas [1].
(e) How urban farming can improve food security for City M: [2]
(f) Three ways the city government could encourage more local food growing: [3]
Question 5 Report
A group of students from Kilifi County Secondary School in eastern Kenya carried out a fieldwork investigation to assess the impact of agricultural activity on water quality in the Galana River. The river flows through a mixed farming region where maize, beans, and sugarcane are grown on red laterite soil. Farmers in the area apply nitrogen-based and phosphate-based inorganic fertilizers at the start of each planting season. No vegetation buffer strips exist between the cultivated fields and the river banks. During periods of rainfall, surface runoff carries dissolved nutrients and soil particles directly into the river.
The students selected five sampling sites along a 10 km stretch of the river. Site P was located upstream of all farmland and was used as a control site. Sites Q, R, and S were positioned alongside three separate arable farms where different crops are grown. Site T was located 3 km downstream of the last farm, beyond any cultivated land.
Table 1 shows the results collected by the students at each sampling site.
| Sampling site | Distance downstream (km) | Nitrate concentration (mg/l) | Phosphate concentration (mg/l) | Dissolved oxygen (mg/l) | Algal cover (%) | Number of invertebrate species |
|---|---|---|---|---|---|---|
| P (control, upstream) | 0 | 2.1 | 0.08 | 9.4 | 5 | 18 |
| Q | 2 | 8.5 | 0.35 | 7.2 | 25 | 14 |
| R | 4 | 14.8 | 0.62 | 4.8 | 55 | 8 |
| S | 7 | 18.3 | 0.81 | 3.1 | 75 | 4 |
| T (downstream) | 10 | 12.6 | 0.54 | 5.6 | 40 | 9 |
Fig. 1 shows a map of the sampling area along the Galana River.
At each site, the students collected water samples from the centre of the river channel using sterilized sampling bottles. Nitrate and phosphate concentrations were measured using colorimetric field test kits. Dissolved oxygen was recorded using a portable digital probe held just below the water surface. Algal cover was estimated by lowering a 0.5 m x 0.5 m quadrat to the riverbed at three random positions and calculating the average percentage of the quadrat area covered by algae. Invertebrate samples were collected by a kick-sampling technique. A net was held downstream while the student disturbed the riverbed substrate by kicking for 30 seconds. All organisms caught were transferred to a white sorting tray, identified using a field guide, and counted.
The Galana River supports a diverse community of freshwater organisms including fish, insects, and aquatic plants. Local communities depend on the river for drinking water, livestock watering, and small-scale fishing. Rainfall data from the nearest weather station showed that 15 mm of rain fell during the week before the sampling day. The students completed all measurements on a single day in March, towards the end of the wet season, when agricultural activity and fertilizer use are at their highest level. The water appeared clear at Site P but became progressively greener and more turbid at Sites Q, R, and S.
(a) State a suitable hypothesis for this investigation and identify the independent variable and two dependent variables. [4]
(b) Describe the method the students should use to collect reliable water quality data at each sampling site. Include the equipment needed. [6]
(c) Use Table 1 to describe the pattern shown by the results from Site P to Site T. [7]
(d) Explain the observed pattern with reference to eutrophication and the impact of agricultural runoff on the river ecosystem. [8]
(e) Evaluate the reliability of the students' investigation and suggest improvements to the method. [8]
(f) Suggest how the investigation could be extended to provide a more complete understanding of the impact of farming on the river ecosystem. [7]
(a) Hypothesis, independent variable, and dependent variables: [4]
Hypothesis: As distance downstream through farmland increases, the nitrate and phosphate concentrations in the river water will increase and the dissolved oxygen concentration will decrease [1].
Independent variable: Distance downstream from the control site / sampling site location along the river [1].
Dependent variables (any two): Nitrate concentration (mg/l), phosphate concentration (mg/l), dissolved oxygen (mg/l), algal cover (%), number of invertebrate species [1].
Control variable: Time of sampling, method of measurement, volume of water sampled, position in the river channel (centre), or season of measurement [1].
(b) Method for collecting reliable water quality data: [6]
(c) Pattern shown by the results from Site P to Site T (from Table 1): [7]
(d) Explanation of the pattern with reference to eutrophication: [8]
(e) Evaluation of reliability and suggested improvements: [8]
Reliability concerns:
Improvements:
(f) How the investigation could be extended: [7]
Answer Details
(a) Hypothesis, independent variable, and dependent variables: [4]
Hypothesis: As distance downstream through farmland increases, the nitrate and phosphate concentrations in the river water will increase and the dissolved oxygen concentration will decrease [1].
Independent variable: Distance downstream from the control site / sampling site location along the river [1].
Dependent variables (any two): Nitrate concentration (mg/l), phosphate concentration (mg/l), dissolved oxygen (mg/l), algal cover (%), number of invertebrate species [1].
Control variable: Time of sampling, method of measurement, volume of water sampled, position in the river channel (centre), or season of measurement [1].
(b) Method for collecting reliable water quality data: [6]
(c) Pattern shown by the results from Site P to Site T (from Table 1): [7]
(d) Explanation of the pattern with reference to eutrophication: [8]
(e) Evaluation of reliability and suggested improvements: [8]
Reliability concerns:
Improvements:
(f) How the investigation could be extended: [7]
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