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<h2>SL Paper 1</h2><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine the management challenges that internationally shared water resources can create.</p>
<div class="marks">[10]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine why some communities and environments may benefit more than others from the building of large dams.</p>
<div class="marks">[10]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Marks should be allocated according to the Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials)</em>.</p>
<p>The focus of the essay is on the management challenges facing the use of internationally shared water resources (rivers, lakes, wetlands and aquifers). Conflicts over shared water resources may be serious and difficult to resolve, especially where resources are scarce and demand is high. There are competing demands for water, which should be allocated on an equitable basis, to satisfy all users. Increasing demands from agriculture, industry and urban. Water scarcity is becoming an important issue; physical and economic water scarcity is increasing. The varying power of different stakeholders should be considered in relation to water management.</p>
<p>Possible <strong>applied</strong> themes (AO2) demonstrating <strong>knowledge and understanding</strong> (AO1):</p>
<ul>
<li>Conflicts over aquifers, lakes and rivers which cross international boundaries.</li>
<li>Conflicts over water for human consumption, irrigation and power generation; pollution resulting from such activities.</li>
<li>Conflicts over access to scarce water resources, especially in arid regions.</li>
<li>The power of different stakeholders varies between local people, water management organisations, and local and national governments.</li>
<li>Disputes over water are an increasing source of international tension.</li>
<li>Resolution of the conflict is difficult, and relies on international treaties regarding water management in drainage basins.</li>
</ul>
<p>Good answers may be <strong>well structured</strong> (AO4) and may additionally offer a <strong>critical evaluation</strong> (AO3) of the statement in a way that examines the management challenges, and may show that <span style="text-decoration:underline;">perspectives </span>(e.g., political, economic, social and environmental) may differ between stakeholders. Another approach might be to examine which stakeholders gain greater benefits, perhaps in relation to the varying <span style="text-decoration:underline;">power</span> over the management process.</p>
<p><strong>For 5–6 marks</strong>, expect weakly evidenced outlining of one or more management challenges created by internationally shared water resources.</p>
<p><strong>For 7–8 marks</strong>, expect a structured account which includes:</p>
<ul>
<li>
<span style="text-decoration:underline;">either</span> an evidenced explanation of two or more management challenges created by internationally shared water resources</li>
<li>
<span style="text-decoration:underline;">or</span> a discursive conclusion (or ongoing evaluation) grounded in geographical concepts and/or perspectives.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect <span style="text-decoration:underline;">both</span> of these traits.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Marks should be allocated according to the Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials)</em>.</p>
<p>The construction of large dams for multi-purpose water schemes can have significant benefits, but often come at a considerable cost. The cost and benefits are shared unevenly between different communities and environments, and some will benefit more than others.</p>
<p>Possible <strong>applied</strong> themes (AO2) demonstrating <strong>knowledge and understanding</strong> (AO1):</p>
<ul>
<li>The benefits and costs of building large dams vary between different stakeholders, including local communities, farmers, environmentalists, organizations such as water management and power companies, national governments.</li>
<li>The benefits and costs also vary between different environments/places.</li>
<li>Benefits include: reducing flood risk, improved water supplies, and economic development through irrigation, power generation, recreation and tourism.</li>
<li>There are also significant environmental, social and economic costs, which vary between different stakeholders and places.</li>
</ul>
<p>Good answers may be <strong>well structured</strong> (AO4) and may additionally offer a <strong>critical evaluation</strong> (AO3) of the statement in a way that examines the varying benefits of large dam construction for communities and environments, and may show that <span style="text-decoration:underline;">perspectives</span> (e.g. political, economic, social and environmental) may differ between stakeholders. Another approach might be to examine which stakeholders gain greater benefits, perhaps in relation to their varying <span style="text-decoration:underline;">power</span> over future management possibilities.<br><br></p>
<p><strong>For 5–6 marks</strong>, expect weakly evidenced outlining of one or more benefits of large dam construction for communities and/or environments (places).</p>
<p><strong>For 7–8 marks</strong>, expect a structured account which includes:</p>
<ul>
<li>
<span style="text-decoration:underline;">either</span> an evidenced explanation of two or more reasons why some communities and environments (places) benefit more than others</li>
<li>
<span style="text-decoration:underline;">or</span> a discursive conclusion (or ongoing evaluation) grounded in geographical concepts and/or perspectives, possibly examining future <span style="text-decoration:underline;">possibilities</span> for management.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect <span style="text-decoration:underline;">both</span> of these traits.</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>This was quite well answered, especially by those who chose Middle East examples highlighting conflicts over different types of water resources. The best answers were able to suggest generic challenges and relate them to a studied example, usually the shared resources of the Nile. Many candidates did not focus on the term "management challenges", and merely described case study examples.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Again, the GERD was able to be used to answer this question, allowing a comparison of the benefits to different countries. Many focused on upstream/downstream differences. Poorer answers simply listed the pros and cons of dam projects, or described the issues related to the particular dam and didn't focus on the specific question.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>The table shows the location and height, in metres, of the world’s tallest waterfalls.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source:&nbsp;Adapted from https://www.worldwaterfalldatabase.com/tallest-waterfalls/total-height. Information presented on the World Waterfall Database is constantly being re-evaluated and while we strive to keep it as accurate as possible, there are entries in our Tallest list(s) which need to be more closely scrutinized and as such the heights we currently have presented may or may not be entirely accurate.]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify which country has the most waterfalls between 780m and 860m in height.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the mode for height from the table.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the main features of <strong>one</strong> landform, <strong>other than</strong> a waterfall, created by river erosion.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> reasons why rates of erosion could vary at different waterfalls, such as those shown in the table.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>USA.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>840 (<em>“m” not needed</em>).</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for a basic outline of a valid landform and <strong>[1]</strong> for further development of its main feature(s) or the process relating to its formation</em>.</p>
<p>For example: A meander is a winding/sinuous section of a river <strong>[1]</strong> with a steep river cliff on the outside bend <strong>[1]</strong>.</p>
<p>Other erosional landforms include:</p>
<ul>
<li>gorges</li>
<li>v-shaped valleys</li>
<li>plunge pools&nbsp;</li>
<li>rapids</li>
<li>potholes</li>
<li>terraces</li>
<li>ox-bow lakes.</li>
</ul>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>In each case, award <strong>[1]</strong> for a valid reason and <strong>[2]</strong> for further explanation/development of variation in rates of erosion at different waterfalls</em>.</p>
<p>For example: If the drop in height is great <strong>[1]</strong>, the water will be very fast <strong>[1]</strong>; therefore, there will be more rapid abrasion/hydraulic action <strong>[1]</strong>.</p>
<p>Other possible reasons include:</p>
<ul>
<li>geology</li>
<li>scale / size of drainage basin</li>
<li>variations in discharge levels</li>
<li>load causing abrasion in plunge pool.</li>
</ul>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>1 (a)(i) and (ii) Very few issues here.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>1 (a)(i) and (ii) Very few issues here.</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many named a landform, e.g. meander, correctly but did not outline the main feature(s) of the landform. Some candidates outlined features of river deposition.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most made a good attempt at this although many asserted that velocity and discharge were two different factors.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine the role of local communities in the management of water resources.</p>
<div class="marks">[10]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine the ways in which different physical factors can affect the characteristics of hydrographs.</p>
<div class="marks">[10]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Marks should be allocated according to the&nbsp;Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials).</em></p>
<p>Freshwater is an essential resource that has come under increasing pressure due to growth in demand, especially from increased population and urbanization, industry and intensive agriculture. Water quality is also under threat from physical and chemical pollution and salinization. Scarce and poor water quality can seriously affect the health of local communities.</p>
<p>Possible <strong>applied themes</strong> (AO2) demonstrating <strong>knowledge and understanding</strong> (AO1):</p>
<ul>
<li>Local management strategies aimed at providing fresh, sustainable water quality; access to clean and affordable water.</li>
<li>Local communities play an important role in the improvement of health and well-being, and adequate supplies for agriculture and irrigation.</li>
<li>Local efforts or strategies to reduce pollution from urban areas and agricultural run-off.</li>
<li>Construction of wells, boreholes and small reservoirs.</li>
<li>The role of different stakeholders, for example national governments, international organizations, TNCs, in assisting local communities in management of water resources.</li>
</ul>
<p>Good answers may be <strong>well structured</strong> (AO4) and may additionally offer a <strong>critical evaluation</strong> (AO3) that examines the role and <span style="text-decoration: underline;">power</span> of different stakeholders. Another approach might be to critically evaluate the importance of <span style="text-decoration: underline;">interactions</span> between different <span style="text-decoration: underline;">scales</span> of management using a sustainability framework.</p>
<p><strong>For 5–6 marks</strong>, expect some weakly evidenced outlining of some local strategies in relation to management of water resources.</p>
<p><strong>For</strong> <strong>7–8 marks</strong>, expect a structured account that includes:</p>
<ul>
<li>
<span style="text-decoration: underline;">either</span> an evidenced explanation of the role/importance/work of local communities managing different water resources</li>
<li>
<span style="text-decoration: underline;">or</span> a discursive conclusion (or ongoing evaluation) grounded in geographical concepts and/or perspectives.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect both of these traits.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Marks should be allocated according to the&nbsp;</em><em>Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials).</em></p>
<p>A range of different physical factors affect the characteristics of river hydrographs. Many physical factors may be inter-related to affect the shape of the hydrograph. Physical factors may vary between rivers in different places, and also within the same large river basin. They may vary over different time scales, from seasonal to annual and long term. Climate change may have a long-term influence.</p>
<p>Possible<strong> applied themes</strong> (AO2) <strong>demonstrating knowledge and understanding</strong> (AO1):</p>
<ul>
<li>Characteristics of the hydrograph include peak discharge, lag time, steepness of rising and falling limbs, and baseflow.</li>
<li>Physical factors that affect the characteristics of hydrographs include:<br>
<ul>
<li>rock permeability and soil type/thickness; topography and relief; the type and amount of vegetation cover</li>
<li>climatic factors, such as rainfall amount, duration and intensity</li>
<li>snowfall (precipitation held in storage)</li>
<li>drainage basin characteristics, such as basin shape, drainage density and bifurcation ratio.</li>
</ul>
</li>
<li>Climate change may cause the character of the hydrographs to change overtime, <em>eg</em> the impact of reduced rainfall, or more intense rainfall.</li>
</ul>
<p>Good answers may be <strong>well structured</strong> (AO4) and may additionally offer a <strong>critical evaluation</strong> (AO3) that examines the different scales/importance of physical factors, and the interactions between different physical factors, <em>eg</em> the impact of climate change on local water systems.</p>
<p><strong>For 5–6 marks</strong>, expect some weakly evidenced outlining of the influence of two different physical factors.</p>
<p><strong>For</strong> <strong>7–8 marks</strong>, expect a structured account that includes:</p>
<ul>
<li>
<span style="text-decoration: underline;">either</span> an evidenced explanation of two or more physical factors affecting hydrograph characteristics</li>
<li>
<span style="text-decoration: underline;">or</span> a discursive conclusion (or ongoing evaluation) grounded in geographical concepts and/or perspectives.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect both of these traits.</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Many ignored the emphasis on local communities and looked at general problems rather than the management. There was a tendency to repeat case studies, often of marginal relevance to the question, for example, describing river management strategies but making no mention of the role of local communities. However, there were some excellent responses with well evidenced, detailed and local examples, including a balanced discussion of the power of local communities.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This was generally well answered with some good knowledge and understanding of hydrographs demonstrated. Most included at least one diagram. There were some who included human factors, such as urbanization or channelization, which were not relevant to the question.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>The maps show the growth of algae in a freshwater lake where eutrophication is occurring. Algae growth is caused by high levels of nutrients.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: NOAA.]<br><br></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify <strong>two</strong> changes between 2003 and 2011 along the southern shore of the lake between Sandusky and Cleveland.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline <strong>one</strong> environmental problem caused by eutrophication.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>one</strong> human reason <strong>and one</strong> physical reason why some areas of a freshwater lake such as this experience high levels of eutrophication.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<ul>
<li>Increased severity <strong>[1]</strong>.</li>
<li>Greater area of water affected <strong>[1]</strong>.</li>
<li>Increased distance from shore affected <strong>[1]</strong> / 100-150 km distance <strong>[1]</strong>.</li>
</ul>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for the problem and <strong>[1]</strong> for development</em>.</p>
<p>For example: Fish die <strong>[1]</strong> due to oxygen depletion <strong>[1]</strong>.</p>
<p>Possible problems include:</p>
<ul>
<li>declining biodiversity</li>
<li>creation of dead zones</li>
<li>excessive vegetation on surface.</li>
</ul>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>In each case, award <strong>[1]</strong> for the reason and up to <strong>[2]</strong> for development / explanation</em>.</p>
<p>Possible human reasons include:</p>
<ul>
<li>agricultural</li>
<li>industrial</li>
<li>settlement.</li>
</ul>
<p>For example: Runoff from farming into particular parts of the lake <strong>[1]</strong> carries high amounts of nitrates <strong>[1]</strong> that were used as fertilizer <strong>[1]</strong>.</p>
<p>Possible physical reasons include:</p>
<ul>
<li>drainage patterns</li>
<li>wind / storms / currents</li>
<li>hydrological flows</li>
<li>relief</li>
<li>depth/temperature of water.</li>
</ul>
<p>For example: An area of water with many rivers draining into it <strong>[1]</strong> will receive more inputs of dissolved nutrients in solution <strong>[1]</strong>, leading to excessive algae growth in that part of the lake <strong>[1]</strong>.</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most could identify two changes although some commented on areas outside of the requirement (Between Sandusky and Cleveland).</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Knowledge of eutrophication was good with most able to outline an environmental problem.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most identified farming and fertilizer as the human reason, with only a few referring to industry or urbanization. Physical reasons were not explained well and, in most cases, seemed to be guesswork.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows who has responsibility for collecting water from outside the home in countries where a high percentage of rural households lack access to piped water.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source:&nbsp;Adapted from <em>Safely managed drinking water: thematic report on drinking water 2017</em>, World Health Organization &amp;<br>United Nations Children&rsquo;s Fund (UNICEF), p. 31, 2017. https://apps.who.int/iris/handle/10665/325897. Accessed<br>6 May 2020.]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the number of countries where more than 60 % of rural households rely on water from outside the home. </p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the country where men and women have equal responsibility for collecting water from outside the home. </p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline <strong>one</strong> environmental impact of increased human pressure on aquifers. </p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>two</strong> ways in which water can be managed to provide a more sustainable future for local communities in countries such as these.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>13</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Afghanistan</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Award <strong>[1]</strong> for a valid impact and an additional <strong>[1]</strong> for development.</p>
<p>Ground subsidence <strong>[1]</strong> due to all the water having been removed/over-abstraction <strong>[1]</strong>.</p>
<p>Other impacts include:</p>
<ul>
<li>Pollution from agricultural chemicals / industry</li>
<li>rivers/lakes drying up due to lowering of water table.</li>
</ul>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Award <strong>[1]</strong> for each way and a further <strong>[2]</strong> for development / explanation / exemplification.</p>
<p>For example, pipes/sewers/water filters can be built <strong>[1]</strong> in order to separate sewage and drinking water <strong>[1]</strong> thereby reducing the risk of disease for future generations <strong>[1]</strong>.</p>
<p>Reference to sustainability is not required although it may be implied.</p>
<p>Other ways include, but are not limited to:</p>
<ul>
<li>recycling water</li>
<li>tube wells</li>
<li>more efficient irrigation systems</li>
<li>training local people to take responsibility for repairs</li>
<li>building dams provides irrigation water for local communities</li>
<li>alternative energy developed.</li>
</ul>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>No problems although some listed the countries in a(i) rather than giving a number.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many were unaware of the meaning of the term aquifer and/or did not outline an environmental issue. Others wrote about why there is pressure on aquifers rather than the environmental impacts.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Good responses focused on water management in local communities, with a wide range of sustainable water management techniques used.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine the costs and benefits, for different stakeholders, of <strong>one</strong> recent integrated drainage basin management (IDBM) plan.</p>
<div class="marks">[10]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine the relative importance of erosion <strong>and</strong> deposition in the formation of floodplains and meanders.</p>
<div class="marks">[10]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Refer to Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials).</em></p>
<p>Increasing demands on water, and reduction in quality, necessitate management of resources in a drainage basin. Integrated drainage basin management (IDBM) coordinates conservation, management and development of water, land and related resources for a river basin. Different stakeholders will receive different economic and social benefits from water resources without depletion.</p>
<p>Candidates may not focus on an actual IDBM plan, but use examples such as the Mississippi basin, Mekong river basin and Great Artesian Basin with reference to management. These examples should be accepted.</p>
<p>Possible <strong>applied themes</strong> (AO2) <strong>demonstrating knowledge and understanding</strong> (AO1) include:</p>
<ul>
<li>locational knowledge of a named basin</li>
<li>description of the management strategies employed, recognizing that they are integrated in some way</li>
<li>costs and benefits may be economic, political, environmental, social</li>
<li>costs and benefits vary for different stakeholders</li>
<li>costs and benefits may be both short and long term</li>
<li>the importance of sustainability principles.</li>
</ul>
<p>Good answers may be <strong>well-structured</strong> (AO4) and may additionally offer a <strong>critical evaluation</strong> (AO3) of the statement in a way that explicitly examines the balance of costs and benefits, and may show understanding that <span style="text-decoration: underline;">perspectives</span> (<em>eg</em>, political, economic, social and environmental) differ on where the balance lies. Another approach might be to examine which stakeholders gain greater benefits, perhaps in relation to varying <span style="text-decoration: underline;">power</span> over the decision-making process. Another approach might be to examine changing costs and benefits over different time <span style="text-decoration: underline;">scales</span>.</p>
<p><strong>For 5–6 marks</strong>, expect some outlining of a recent IDBM plan, and some of its costs and/or benefits. The response is partial, narrow or lacks supporting evidence.</p>
<p><strong>For 7–8 marks</strong>, expect a well-structured account, which includes:</p>
<ul>
<li>
<span style="text-decoration: underline;">either</span> a well-evidenced explanation of a range of IDBM stakeholder costs and benefits (do not expect balance)</li>
<li>
<span style="text-decoration: underline;">or</span> an ongoing evaluation (or discursive conclusion) grounded in geographical concepts and/or perspectives.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect <span style="text-decoration: underline;">both</span> of these traits.<br><br></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Refer to Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials).</em></p>
<p>The focus of the response should be on both erosional and depositional processes and their role in the formation of these landforms. Floodplains and meanders involve both erosion and deposition. Over time the relative importance of these processes varies according to discharge, base level and other factors.</p>
<p>Possible <strong>applied</strong> themes (AO2) <strong>demonstrating knowledge and understanding</strong> (AO1):</p>
<ul>
<li>Floodplains are the result of deposition at times of high discharge when the flow exceeds bankfull discharge. This is dependent on erosion upstream and transportation downstream of bedload and suspended load.</li>
<li>Rivers meander across floodplains eroding the valley sides over time. With changing conditions, rivers may erode into floodplains, creating river terraces.</li>
<li>Both erosion and deposition are essential in different parts of the meander curve with erosion on the outside of the bend and deposition on the inside.</li>
<li>Meanders are formed as a complex interplay of erosion and deposition as the river seeks to flow efficiently and minimize energy loss.</li>
</ul>
<p>Good answers may be <strong>well structured</strong> (AO4) and may additionally offer a <strong>critical evaluation</strong> (AO3) which examines the statement in a way that shows understanding that the relative importance between erosion and deposition varies over different time <span style="text-decoration: underline;">scales</span> (seasonal or short / long term). Another approach might be to examine spatial variations in the operation of erosion and deposition <span style="text-decoration: underline;">processes</span> for each landform (<em>eg</em>, slip-off slope and river cliff) and the way these processes <span style="text-decoration: underline;">interact</span> to create landforms. Another approach might be to examine <span style="text-decoration: underline;">interactions</span> between the creation of floodplains and meanders.</p>
<p><strong>For 5–6 marks</strong>, expect some outlining of the formation of floodplains and/or meanders. The response is partial, narrow or lacks supporting evidence.</p>
<p><strong>For 7–8 marks</strong>, expect a well-structured account which includes:</p>
<ul>
<li>
<span style="text-decoration: underline;">either</span> a well-evidenced explanation of the formation of floodplains and meanders by erosion and deposition</li>
<li>
<span style="text-decoration: underline;">or</span> an ongoing evaluation (or discursive conclusion) grounded in geographical concepts and/or perspectives.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect <span style="text-decoration: underline;">both</span> of these traits.</p>
<p><br><br></p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Integrated drainage basin management plans caused a few problems. There was some good use of examples, such as the Danube, Mekong, Murray-Darling, and Great American Initiative. However, many&nbsp;candidates attempted to use a case study from elsewhere in the syllabus to fit the question. These included inappropriate examples such as the Three Gorges Dam, any wetlands (where no river was named) and the Grand Renaissance Dam. Good answers were able to examine a range of costs and benefits for different stakeholders, with detailed supporting evidence.&nbsp;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This straightforward question was generally well answered, showing good understanding of the formation of floodplains and meanders, and the relative importance of different fluvial processes. It was pleasing to see some effective use of diagrams to aid explanation of formation of these landforms. Weaker responses were descriptive and did not examine the relative importance of erosion and deposition. There were some misconceptions over the formation of meanders as being caused by the river moving around obstacles or rocks. Some candidates also mistakenly wrote that meanders only occur in the lower courses of rivers.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p><strong>Option A — Freshwater</strong></p>
<p>The diagram shows the changing frequency of discharge* in a small drainage basin during two different time periods.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: center;">[Source: © International Baccalaureate Organization 2019]</p>
<p style="text-align: left;">&nbsp;</p>
<p style="text-align: left;">* frequency of discharge: how often a river reaches or exceeds a particular discharge level</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate the highest discharge of the river during the 1950s.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the number of times that river discharge reached 4 m<sup>3</sup>/s (cubic metres per second) during the 1990s.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline <strong>two</strong> possible land use changes that could account for the increase in river discharge over time shown in the diagram.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how different channel modifications in a small drainage basin such as this can increase flood risk.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how different channel modifications in a small drainage basin such as this can assist with flood mitigation.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for 6.3 (m<sup>3</sup>/s) (allow 6.2–6.4).</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for 8 times.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>In each case, award <strong>[1]</strong> for a valid land use change (eg, urbanization, deforestation) that might explain increased river discharge, and <strong>[1]</strong> for how this could account for the increase shown. For example:</em></p>
<ul>
<li>A change from rural to urban land use / urbanization <strong>[1]</strong> would result in an increase in impermeable surfaces and reduced infiltration, resulting in increased overland flow and thus river discharge <strong>[1]</strong>
</li>
<li>Change in vegetation cover by deforestation <strong>[1]</strong> would reduce interception and so increase surface run-off <strong>[1]</strong>.</li>
</ul>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for a valid modification and <strong>[1]</strong> for further development of how this might increase flood risk. </em></p>
<p>For example: Straightening the river channel <strong>[1]</strong> allows faster removal of an increased amount of water away from the area, increasing flood risk downstream <strong>[1]</strong></p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for a valid modification and <strong>[1]</strong> for further development of how this might decrease flood risk. </em></p>
<p>For example: Constructing man-made levees <strong>[1]</strong> increases channel capacity, allowing greater discharge without flooding <strong>[1]</strong>.</p>
<p>As the question asks for "different modifications", do not accept the same modification twice.</p>
<p>Do not accept afforestation, changing agricultural practices or other land use changes.</p>
<div class="question_part_label">d.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>There were no problems in identifying the correct figures.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were no problems in identifying the correct figures.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A well answered question, with urbanization and deforestation the main land use changes considered for increasing river discharge.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Generally well answered. Weaker candidates did not focus on channel modifications and/or confused parts (i) and (ii) in their responses.</p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Generally well answered. Weaker candidates did not focus on channel modifications and/or confused parts (i) and (ii) in their responses.</p>
<div class="question_part_label">d.ii.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Evaluate the strategies used to manage the growing pressures on <strong>one named</strong> major wetland.</p>
<div class="marks">[10]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine the relative severity of the different effects of agriculture on freshwater quality.</p>
<div class="marks">[10]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Refer to Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials).</em></p>
<p>The focus of the response should be on the varied pressures on one named wetland ecosystem, and the relative success of strategies.</p>
<p>Possible <strong>applied themes</strong> (AO2) demonstrating <strong>knowledge and understanding</strong> (AO1):</p>
<ul>
<li>The importance of wetlands as major ecosystems; a critical part of the natural environment; <em>eg.</em> water stores, reducing the impact of floods, improving water quality, rich biodiversity.</li>
<li>Increasing pressures on wetlands include: water abstraction, land drainage, chemical and physical pollution, eutrophication, growing populations, reclamation, dam construction, conversion for aquaculture</li>
<li>Strategies for management of wetlands, including the roles of international (<em>eg</em>, Ramsar Convention), national and local stakeholders.</li>
<li>The purpose of management from different perspectives – <em>eg</em>, biodiversity, water security, tourism.</li>
</ul>
<p>Good answers may be <strong>well-structured</strong> (AO4) and may additionally offer a <strong>critical evaluation</strong> (AO3) that examines the different <span style="text-decoration: underline;">perspectives</span> and relative success of different management strategies, and the varying <span style="text-decoration: underline;">power</span> of stakeholders. Wetlands continue to be of significant environmental, economic and social importance, and management may partly depend on the <span style="text-decoration: underline;">scale</span> of the issues. Another approach might be to critically evaluate the strengths of management using a <span style="text-decoration: underline;">sustainability</span> framework.</p>
<p><strong>For 5–6 marks</strong>, expect some weakly evidenced outlining of some pressures on a wetland.</p>
<p><strong>For 7–8 marks</strong>, expect a structured account that includes:</p>
<ul>
<li>
<span style="text-decoration: underline;">either</span> an evidenced explanation of the pressures and strategies for one named wetland</li>
<li>
<span style="text-decoration: underline;">or</span> a discursive conclusion (or ongoing evaluation) grounded in geographical concepts and/or perspectives.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect both of these traits.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Refer to Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials).</em></p>
<p>The response should focus on environmental consequences of agricultural intensification, such as pollution of water supplies, eutrophication and salinization, and the role of different stakeholders in their management.</p>
<p>Possible <strong>applied themes</strong> (AO2) <strong>demonstrating knowledge and understanding</strong> (AO1):</p>
<ul>
<li>Intensification of agriculture has significant impacts on both surface and groundwater quality, including direct run-off of chemical pesticides and nutrients, slurry from animals, and sediments from soil erosion. This has resulted in pollution of water supplies, affecting water security and biodiversity through eutrophication.</li>
<li>Also important is increased irrigation and groundwater abstraction, resulting in salinization of soils, especially in semi-arid regions.</li>
</ul>
<p>Good answers may be <strong>well-structured</strong> (AO4) and may additionally offer a <strong>critical evaluation</strong> (AO3) that examines the relative importance of different impacts, or possible <span style="text-decoration: underline;">spatial</span> <span style="text-decoration: underline;">interactions</span> between them, and the possible conflicting views from different stakeholders.</p>
<p><strong>For 5–6 marks</strong>, expect some weakly evidenced outlining of some environmental effects of agriculture on freshwater quality.</p>
<p><strong>For 7–8 marks</strong>, expect a structured account, which includes:</p>
<ul>
<li>
<span style="text-decoration: underline;">either</span> an evidenced examination of the relative severity of different environmental consequences of agriculture on water quality</li>
<li>
<span style="text-decoration: underline;">or</span> a discursive conclusion (or ongoing evaluation) grounded in geographical concepts and/or perspectives.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect <span style="text-decoration: underline;">both</span> of these traits.</p>
<p>&nbsp;</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>The satellite image shows part of the Red Rock River in Montana, USA.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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"></p>
<p style="text-align: center;">[Source: U.S. Geological Survey, n.d. Site map for Montana. [online] Available at: https://waterdata.usgs.gov/mt/nwis/<br>nwismap/?site_no=06011500&amp;agency_cd=USGS [Accessed 1 October 2020]. Source adapted.]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the direction from point<strong> A</strong> to point <strong>B</strong>.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate the percentage of the satellite image that is covered by dense vegetation.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the relationship between river discharge and hydraulic radius.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two</strong> landform changes that could be caused by river processes in an environment such as this.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>South-east</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>About 20 % (accept 10–30 %)</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Award <strong>[1]</strong> for the basic relationship and <strong>[1]</strong> for further development (either explanation or other outlined development, e.g. mention of Bradshaw model).</p>
<p>For example: The relationship is positive <strong>[1]</strong> / they both increase with distance downstream <strong>[1] </strong>as the river’s size and energy increases <strong>[1]</strong>.</p>
<p>Do not award marks for definitions.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In each case, award <strong>[1]</strong> for a valid landform change resulting from fluvial processes, and up to <strong>[2]</strong> for development / explanation / exemplification.</p>
<p>For example: a meander develops into an ox-bow lake <strong>[1]</strong> when river erosion cuts through the neck of the meander <strong>[1]</strong> and deposition continues to isolate the lake <strong>[1]</strong>.</p>
<p>Other possibilities which are appropriate for the lowland fluvial environment shown in the photograph include:</p>
<ul>
<li>Meanders - accept increasing, more sinuosity, formation implying change</li>
<li>Levees - formation implying change</li>
<li>Floodplains - formation implying change</li>
</ul>
<ul>
<li>Deltas</li>
<li>Slip-off slope / river cliff</li>
<li>River terraces.</li>
</ul>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>These caused no problems.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>These caused no problems.</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most could identify a positive relationship but lacked development; often just defining the terms instead of explaining the relationship.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The key word in the question was "changes" which was often ignored; many just described the formation of a landform. The main landforms used were meanders, oxbow lakes and levees. A few candidates tried to use waterfalls, which are unlikely to be found in a floodplain landscape such as the one depicted in the image.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The following diagram shows the rainfall stores and flows within a drainage basin during a rainfall event.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: center;">[Source: International Baccalaureate Organization, 2019]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate the percentage of rainfall shown as surface storage at the start of the rainfall event.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate the number of hours during which overland flow is present in the drainage basin.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline <strong>one</strong> reason why interception decreases over time during the rainfall event shown in the diagram.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain <strong>three</strong> possible ways in which urban development might change how rainwater moves through a drainage basin such as this.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Around 40 (<em>accept 39 to 41</em>)</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>10 (hours )15 (minutes) (<em>allow 10 to 10 hours 30 minutes</em>)<br><em>Accept answers in decimal points (10.0–10.5)</em></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There is a limit to how much water can be stored on leaf surfaces / on vegetation&nbsp;<strong>[1]</strong>, and after a few hours of rainfall no more interception storage can occur <strong>[1]</strong>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Award <strong>[1]</strong> for each valid effect and <strong>[1]</strong> for further development of how this might change the movement/flow/storage of rainwater</em>.</p>
<p>For example: Urbanization would remove vegetation and thus interception storage <strong>[1]</strong>; as a result, more rain will flow through the drainage basin <strong>[1]</strong>.</p>
<p><em>Do not accept reference to dams and reservoirs</em>.</p>
<p>Other possibilities include:</p>
<ul>
<li>May be more surface storage, as rainwater cannot drain away due to impermeable surfaces.</li>
<li>Little infiltration of rainfall due to impervious concrete surfaces, increasing run-off</li>
<li>Small soil storage, as little rainwater will filter downwards from the surface.</li>
<li>Altered overland flow of rainfall due to drainage channels and gutters.</li>
</ul>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine how human <strong>and</strong> physical factors can contribute to a low risk of river flooding.</p>
<div class="marks">[10]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine why it can be difficult to achieve stakeholder agreement over how best to manage <strong>one or more</strong> water resources.</p>
<div class="marks">[10]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Marks should be allocated according to the Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials).</em></p>
<p>River flooding continues to cause serious human and environmental problems, especially in urban and densely populated rural areas. In order to reduce the impact, severity and frequency of flooding it is important that there should be an understanding of the physical and human causes of river flooding.</p>
<p>Possible <strong>applied themes</strong> (AO2) demonstrating <strong>knowledge and understanding</strong> (AO1):</p>
<p><strong>Human factors</strong> that may contribute to low flood risk include:&nbsp;</p>
<ul>
<li>flood mitigation schemes, such as structural changes to river systems, including levees, channel modification, dams and flood reservoirs</li>
<li>land use planning and zoning; changes in land use, agricultural techniques and afforestation</li>
<li>changes in land use and afforestation</li>
<li>also important are factors such as weather forecasting and flood prediction.</li>
</ul>
<p><strong>Physical factors</strong> that may contribute to low flood risk include: • geology, including rock permeability</p>
<ul>
<li>relief, including slope steepness</li>
<li>rainfall amounts and seasonality</li>
<li>land use, including types of vegetation cover.</li>
</ul>
<p>Good answers may be <strong>well structured</strong> (AO4) and may examine the relative <span style="text-decoration:underline;">importance</span> (AO3) of the two sets of <span style="text-decoration:underline;">processes</span>, or the interaction of the two sets of processes, or how influences may vary from <span style="text-decoration:underline;">place</span> to place.</p>
<p><strong>For 5–6 marks</strong>, expect some weakly evidenced outlining of how human and/or physical factors contribute to a low flood risk.</p>
<p><strong>For 7–8 marks</strong>, expect a structured account that includes:&nbsp;</p>
<ul>
<li>
<span style="text-decoration:underline;"> either</span> an evidenced explanation of how human and physical factors (do not expect balance) contribute to a low flood risk</li>
<li>
<span style="text-decoration:underline;">or</span> a discursive conclusion (or ongoing evaluation) grounded in geographical concepts and/or perspectives.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect <span style="text-decoration:underline;">both</span> of these traits.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Marks should be allocated according to the Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials).</em></p>
<p>As the quantity of water resources available to meet rising demands over time intensifies, and the quality of water degrades, there is increasing competition and possible conflict between water users. The rising demands include freshwater supplies from rivers, lakes and aquifers, fishing, irrigation and navigation. Many river basins cross political boundaries and there is a need for international agreements and cooperation to avoid possible conflicts over increasingly scarce resources.</p>
<p>Possible <strong>applied themes</strong> (AO2) demonstrating <strong>knowledge and understanding</strong> (AO1):</p>
<ul>
<li>Freshwater resources include rivers, lakes, reservoirs and aquifers.</li>
<li>Many large river basins cross political boundaries, and there is potential conflict over the use of water resources.</li>
<li>Increasing demands for water resources come from meeting the needs of water supply, fishing, agriculture, energy and navigation, and there is a potential for conflict between different stakeholders.</li>
<li>There is a need for international treaties and agreements to resolve the potential conflicts.</li>
<li>The different stakeholders involved in resolving possible conflicts include local populations, national governments and international associations like the UN, FAO and UNESCO.</li>
<li>International agreements may also be important in water management, conservation and protection.</li>
</ul>
<p>Good answers may be <strong>well structured</strong> (AO4) and may additionally offer a critical evaluation (AO3) of the roles and power of different stakeholders in relation to water management issues. <span style="text-decoration:underline;">Perspectives</span> can differ so greatly that no consensus can be arrived at. Different stakeholders have unequal <span style="text-decoration:underline;">power</span>, which means that some views are ignored. The <span style="text-decoration:underline;">scale</span> and complexity of the issue affects outcomes.</p>
<p><strong>For 5–6 marks</strong>, expect some weakly evidenced outlining of the management of one or more water resources.</p>
<p><strong>For 7–8 marks</strong>, expect a structured account that includes:&nbsp;</p>
<ul>
<li>
<span style="text-decoration:underline;"> either</span> an evidenced explanation of the management of one or more water resources, and why it is difficult to get stakeholder agreement</li>
<li>
<span style="text-decoration:underline;">or</span> a discursive conclusion (or ongoing evaluation) grounded in geographical concepts and/or perspectives.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect <span style="text-decoration:underline;">both</span> of these traits.</p>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>There were some good responses showing understanding of human and physical factors. A few mis-interpreted the question by overlooking the words "low risk". Many answers would have benefitted from the use of examples or more detail of the processes involved.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Responses were often descriptive, with limited reference to stakeholder agreement. There was a limited range of examples; most focusing on the Nile and GERD. Many just wrote about everything they knew about this case study without referring to the question.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Examine why geographers use a systems approach in the study of drainage basins.</p>
<div class="marks">[10]</div>
<div class="question_part_label">a.</div>
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<p>Examine how conflicts between different stakeholders in the management of wetlands might be resolved.</p>
<div class="marks">[10]</div>
<div class="question_part_label">b.</div>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<p><em>Marks should be allocated according to the Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials).</em></p>
<p>Drainage basins operate as open systems, in which inputs, stores, flows and outputs are inter-related. The relationships between these will vary depending on the characteristics of the drainage basin, including geology, slope, shape, and land use, and the nature of the inputs, including type, intensity and variability of precipitation.</p>
<p>Possible <strong>applied themes</strong> (AO2) demonstrating <strong>knowledge and understanding</strong> (AO1):</p>
<ul>
<li>Drainage basins function as open systems, in which inputs, stores, flows and outputs are inter-related. The systems approach helps us understand these interrelationships.</li>
<li>River discharge varies over time within drainage basins, and over space between different drainage basins, which produces knock on effects elsewhere in the system.</li>
<li>The characteristics of drainage basins, such as geology, slope, vegetation cover and land use will affect flows and stores, which, in turn affect discharge: e.g. permeable rocks and low relief will result in underground flows and stores and a more even discharge.</li>
<li>Stores may be on the surface, as lakes or wetlands, or underground as aquifers.</li>
<li>Changes in land use, such as deforestation and urbanization, will affect flows and stores, and in turn affect discharge.</li>
<li>The systems approach can help planners anticipate flooding and/or shortages.</li>
</ul>
<p>Good answers may be <strong>well structured</strong> (AO4) and may additionally offer a <strong>critical evaluation</strong> (AO3) of the statement in a way that examines the importance of a systems approach in the study of <span style="text-decoration:underline;">processes</span> within a drainage basin. Another approach might be to examine drainage basins at different <span style="text-decoration:underline;">time</span> and <span style="text-decoration:underline;">spatial scales</span>, for example with changes in land use or climate.</p>
<p><strong>For 5–6 marks</strong>, expect weakly-evidenced outlining of a systems approach to a drainage basin.</p>
<p><strong>For 7–8 marks</strong>, expect a structured account that includes:</p>
<ul>
<li>
<span style="text-decoration:underline;">either</span> evidenced explanation of why a systems approach is useful to the study of drainage basins</li>
<li>
<span style="text-decoration:underline;">or</span> a discursive conclusion (or ongoing evaluation) grounded in geographical concepts and/or perspectives.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect <span style="text-decoration:underline;">both</span> of these traits.</p>
<div class="question_part_label">a.</div>
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<p><em>Marks should be allocated according to the Paper 1 markbands (available under the "Your tests" tab &gt; supplemental materials).</em></p>
<p>There are growing pressures on wetlands, and it is important that they are managed for a sustainable future. The focus of the response should be on the varied and often conflicting pressures from different stakeholders, and the future possibilities for management.</p>
<p>Possible <strong>applied themes</strong> (AO2) demonstrating <strong>knowledge and understanding</strong> (AO1):</p>
<ul>
<li>The importance of wetlands as major ecosystems which form a critical part of the natural environment: diverse ecosystems, flood control, improving water quality, carbon sinks, fertile farmland, recreation and tourism.</li>
<li>Increasing pressures on wetlands include: water abstraction, land drainage, chemical and physical pollution, eutrophication.</li>
<li>Different stakeholders at local, national and international scales, who may be in conflict, include: environmentalists, water management organisations, farmers, tourist organisations, local and national governments.</li>
<li>The purpose of management from different perspectives – e.g. biodiversity, water security, flood control, tourism, climate change.</li>
<li>Strategies for management of wetlands, including the roles of international (e.g. Ramsar Convention), national and local stakeholders.</li>
</ul>
<p>Good answers may be <strong>well structured</strong> (AO4) and may additionally offer a <strong>critical evaluation</strong> (AO3) of the statement in a way that examines the different <span style="text-decoration:underline;">perspectives</span> and varying <span style="text-decoration:underline;">power</span> of stakeholders for the future management <span style="text-decoration:underline;">possibilities</span> of wetlands. Another approach might be to focus on how conflicts may partly depend on the <span style="text-decoration:underline;">scale</span> of the issues.</p>
<p><strong>For 5–6 marks</strong>, expect weakly-evidenced outlining of at least one conflict and/or how it could be resolved.</p>
<p><strong>For 7–8 marks</strong>, expect a structured account that includes:</p>
<ul>
<li>
<span style="text-decoration:underline;">either</span> an evidenced explanation of the conflicts between different stakeholders on wetlands including some idea of resolution.</li>
<li>
<span style="text-decoration:underline;">or</span> a discursive conclusion (or ongoing evaluation) grounded in geographical concepts and/or perspectives, examining future management possibilities.</li>
</ul>
<p><strong>For 9–10 marks</strong>, expect <span style="text-decoration:underline;">both</span> of these traits.</p>
<div class="question_part_label">b.</div>
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<h2 style="margin-top: 1em">Examiners report</h2>
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<p>There were few responses to this question, with only limited understanding of the importance of a systems approach in the study of drainage basins. There was, however, some good knowledge of the drainage basin as a system.</p>
<div class="question_part_label">a.</div>
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<p>There were some very good answers to this question with effective use of examples, and views of different stakeholders. There were some, however, who wrote about dams or even whole rivers / drainage basins and never mentioned wetlands. Weaker candidates wrote descriptive accounts of the different users of wetlands, rather less on management and even fewer about resolution.</p>
<div class="question_part_label">b.</div>
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