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<h2>SL Paper 1</h2><div class="question">
<p>What is the ecological term for a group of different types of organisms that live together and interact with each other?</p>
<p>A. Community</p>
<p>B. Domain</p>
<p>C. Ecosystem</p>
<p>D. Population</p>
</div>
<br><hr><br><div class="question">
<p>Which conditions favour peat formation?</p>
<p><img src="data:image/png;base64,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"></p>
</div>
<br><hr><br><div class="question">
<p>What restricts the length of a food chain?</p>
<p>A. Energy losses between the trophic levels<br>B. A greater biomass at the higher trophic levels<br>C. The number of species in the food web<br>D. The consumption of waste by detritivores</p>
</div>
<br><hr><br><div class="question">
<p>In the diagram, which of the processes labelled A to D transfers the largest mass of carbon per year in a woodland ecosystem?</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: © International Baccalaureate Organization 2019]</p>
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">The Australian pitcher plant (<em>Cephalotus follicularis</em>) is a green plant that traps and feeds on flies and other live insects. What is this plant’s mode of nutrition?</p>
<p style="text-align: left;">A.  Producer and saprotroph</p>
<p style="text-align: left;">B.  Autotroph and detritivore</p>
<p style="text-align: left;">C.  Autotroph and heterotroph</p>
<p style="text-align: left;">D.  Consumer and saprotroph</p>
</div>
<br><hr><br><div class="question">
<p>Which organisms produce methane in anaerobic environments such as waterlogged soils?</p>
<p>A. Archaea</p>
<p>B. Fungi</p>
<p>C. Eukaryotes</p>
<p>D. Eubacteria</p>
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">The diagram shows interactions between food chains in an ecosystem in the African savannah.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">Which arrows indicate the flow of chemical energy?</p>
<p style="text-align: left;">A.  I and II only</p>
<p style="text-align: left;">B.  I and III only</p>
<p style="text-align: left;">C.  II and III only</p>
<p style="text-align: left;">D.  I, II and III</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows the food web for an aquatic ecosystem in which letters R–Z represent individual species.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">[Source: © International Baccalaureate Organization 2019]</p>
<p> </p>
<p>Which organism is a tertiary consumer?</p>
<p>A. Organism T</p>
<p>B. Organism U</p>
<p>C. Organism W</p>
<p>D. Organism Y</p>
</div>
<br><hr><br><div class="question">
<p>Which gases have made the most significant contributions to global warming?</p>
<p>A. Water and carbon dioxide</p>
<p>B. Carbon dioxide and methane</p>
<p>C. Methane and nitrous oxide</p>
<p>D. Carbon dioxide and ozone</p>
</div>
<br><hr><br><div class="question">
<p>In an area of forest measuring 100 m by 100 m, samples were taken to estimate the number of silver maple (Acer saccharinum) trees in the forest. The number of trees counted in each of five areas of 400 m<sup>2</sup> was recorded.</p>
<p><img src="data:image/png;base64,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" width="227" height="204"></p>
<p>Approximately how many silver maple trees are in the 10000m<sup>2</sup> area of forest?</p>
<p>A. 5</p>
<p>B. 25</p>
<p>C. 125</p>
<p>D. 625</p>
</div>
<br><hr><br><div class="question">
<p>What describes a possible cause of a negative carbon flux in the atmosphere due to processes occurring in a forest ecosystem?</p>
<p>A. The trees grew more so fixed more carbon dioxide.</p>
<p>B. There was more respiration by soil organisms.</p>
<p>C. There was more burning of forests.</p>
<p>D. There was more decomposition of leaf litter.</p>
</div>
<br><hr><br><div class="question">
<p>The bacterium <em>Neisseria gonorrhoeae</em> causes infections related to the human reproductive system. The graph shows the percentage of samples in which this bacterium showed resistance to six antibiotics over a period of ten years.</p>
<p><img 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"></p>
<p>What is a possible explanation for the total percentage resistance being larger than 100% in 2010?</p>
<p>A. People do not take the antibiotics as prescribed.</p>
<p>B. More people have been sampled in that year.</p>
<p>C. There was an epidemic of <em>Neisseria gonorrhoeae</em> in that year.</p>
<p>D. Some bacteria are resistant to more than one antibiotic.</p>
</div>
<br><hr><br><div class="question">
<p>Cladograms can be created by comparing DNA or protein sequences. The cladogram on the left is based on DNA sequences and the cladogram on the right is based on comparing protein sequences.</p>
<p><img 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"></p>
<p>What is the reason that cladograms based on DNA sequences are more reliable predictors of the phylogenetic relationship of species than cladograms based on protein sequences?</p>
<p>A. Amino acids are not as chemically stable as DNA nucleotides.</p>
<p>B. DNA mutates but amino acids do not.</p>
<p>C. Several different triplets of bases can code for the same amino acid.</p>
<p>D. There are 20 different amino acids but only 4 nucleotides.</p>
<p> </p>
</div>
<br><hr><br><div class="question">
<p>In an ecosystem, in the transfer of carbon from producers to consumers, what is carbon transferred as?</p>
<p style="padding-left:30px;">I. Carbon dioxide</p>
<p style="padding-left:30px;">II. Protein</p>
<p style="padding-left:30px;">III. Hydrogencarbonate ions</p>
<p>A. I only</p>
<p>B. II only</p>
<p>C. I and II only</p>
<p>D. I and III only</p>
</div>
<br><hr><br><div class="question">
<p>Limpets are molluscs with conical shells that cling tightly to rocks on seashores. In a study of two species of limpets found on rocks along the Oregon coast, 30 randomly placed quadrats were used to determine how often the two species occurred together. The table shows the data that were collected.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">Which statistical method will determine whether these two species occur together by chance or by some kind of interaction?</p>
<p style="text-align: left;">A.  Chi-squared test</p>
<p style="text-align: left;">B.  <em>t</em>-test</p>
<p style="text-align: left;">C.  Standard deviation</p>
<p style="text-align: left;">D.  Means and ranges</p>
</div>
<br><hr><br><div class="question">
<p>Which organism would be classified as a saprotroph?</p>
<p>A. A single-celled eukaryote that obtains its carbon compounds by photosynthesis and ingestion of other single-celled organisms</p>
<p>B. A jellyfish that uses the stinging cells in its tentacles to paralyse its prey, which is passed to an internal gastric cavity through a single opening</p>
<p>C. A fungus that feeds by secretion of digestive enzymes onto its food and absorption of digested material</p>
<p>D. A dung beetle that feeds on the fecal material left behind by other animals</p>
</div>
<br><hr><br><div class="question">
<p>What is lost between trophic levels in ecosystems and cannot be recycled?</p>
<p>A. Heat</p>
<p>B. Nitrogen</p>
<p>C. Carbon compounds</p>
<p>D. Biomass</p>
</div>
<br><hr><br><div class="question">
<p>The image shows a food web.</p>
<p><img 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"></p>
<p>[Source: Adapted from Thompsma/Wikipedia]</p>
<p>Which organism in the food web is assigned to its method of nutrition?</p>
<p>A. A violet webcap fungus is both an autotroph and a heterotroph.</p>
<p>B. A pillbug is a secondary consumer.</p>
<p>C. Bacteria are saprotrophs.</p>
<p>D. A violet webcap fungus is a detritivore.</p>
</div>
<br><hr><br><div class="question">
<p>The oceans absorb much of the carbon dioxide in the atmosphere. The combustion of fossil fuels has increased carbon dioxide ocean concentrations. What adverse effect does this have on marine life?</p>
<p>A. Heterotrophs consume more phytoplankton.</p>
<p>B. Phytoplankton have increased rates of photosynthesis.</p>
<p>C. Corals deposit less calcium carbonate to form skeletons.</p>
<p>D. Increased pH reduces enzyme activity in marine organisms.</p>
</div>
<br><hr><br><div class="question">
<p>What material is formed when organic matter is not fully decomposed in acidic waterlogged soils?</p>
<p>A. Coal</p>
<p>B. Hydrogen</p>
<p>C. Oil</p>
<p>D. Peat</p>
</div>
<br><hr><br><div class="question">
<p>What is the classification of an organism that is able to make organic compounds from inorganic nutrients?</p>
<p>A. Autotroph<br>B. Consumer<br>C. Detritivore<br>D. Saprotroph</p>
</div>
<br><hr><br><div class="question">
<p>In a woodland ecosystem, each tree provides food for numerous aphids which feed on the sap of the tree. The aphids are eaten by carnivorous beetles, as shown in the food chain.</p>
<p style="text-align:center;">Oak Tree → Aphids → Beetles</p>
<p>Which pyramid of energy represents this relationship?</p>
<p style="text-align:center;"><img src="data:image/png;base64,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"></p>
</div>
<br><hr><br><div class="question">
<p>The table contains information about the diet of some animals.</p>
<p style="text-align:center;"><img src="data:image/png;base64,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"></p>
<p style="text-align:left;">Which pyramid of energy represents this information?</p>
<p style="text-align:left;"><img 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"></p>
</div>
<br><hr><br><div class="question">
<p><em>Euglena</em> is a unicellular organism that feeds on bacteria and uses CO<sub>2</sub> as a carbon source. Which describes the nutrition of this organism?</p>
<p>A. Autotrophic only</p>
<p>B. Heterotrophic only</p>
<p>C. Saprotrophic only</p>
<p>D. Autotrophic and heterotrophic</p>
</div>
<br><hr><br><div class="question">
<p>The Venus flytrap (<em>Dionaea muscipula</em>) is a photosynthetic plant. It obtains nitrogen but not energy by digesting captured insects.</p>
<p><img 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"></p>
<p>[Source: adapted from <a href="http://www.flytrapcare.com%5D">www.flytrapcare.com]</a> </p>
<p>Which term describes this plant?</p>
<p>A. Secondary consumer</p>
<p>B. Autotroph</p>
<p>C. Primary consumer</p>
<p>D. Saprotroph</p>
</div>
<br><hr><br><div class="question">
<p>Which level(s) of ecological complexity involve(s) biotic factors but not abiotic factors?</p>
<p style="padding-left:30px;">I. Community</p>
<p style="padding-left:30px;">II. Ecosystem</p>
<p style="padding-left:30px;">III. Population</p>
<p>A. I only</p>
<p>B. II only</p>
<p>C. I and II only</p>
<p>D. I and III only</p>
</div>
<br><hr><br><div class="question">
<p>Which activity directly contributes the most to recent increases in atmospheric CO<sub>2</sub> concentrations?</p>
<p>A. Landfills</p>
<p>B. Planting trees</p>
<p>C. Cattle rearing</p>
<p>D. Burning of fossil fuels</p>
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">In 1789 Gilbert White, a naturalist, observed eight breeding pairs of swifts (<em>Apus apus</em>) in the English village of Selborne. On average, each pair of swifts produces two offspring per year. This would allow the population to rise to 1030 swifts over 200 years. A bird survey carried out in 1983 revealed only 12 breeding pairs in this village.</p>
<p style="text-align: left;">What could have prevented the numbers rising to 1030?</p>
<p style="text-align: left;padding-left:30px;">I.   The number of nesting sites remained the same.</p>
<p style="text-align: left;padding-left:30px;">II.  The food supply of the swifts remained constant.</p>
<p style="text-align: left;padding-left:30px;">III. Predatory birds in the area were exterminated.</p>
<p style="text-align: left;">A.  I only</p>
<p style="text-align: left;">B.  I and II only</p>
<p style="text-align: left;">C.  II and III only</p>
<p style="text-align: left;">D.  I, II and III</p>
</div>
<br><hr><br><div class="question">
<p>How can a chi-squared test be used in ecological research?</p>
<p>A. To test the effect of an abiotic factor on one plant species</p>
<p>B. To test whether two species tend to live together</p>
<p>C. To test whether one population of plants is taller than another</p>
<p>D. To test whether one species is more tolerant to heavy metals than another</p>
</div>
<br><hr><br><div class="question">
<p>What favours the production of peat?</p>
<p>I. Presence of organic matter</p>
<p>II. Anaerobic conditions</p>
<p>III. Acidic conditions</p>
<p>A. I and II only</p>
<p>B. I and III only</p>
<p>C. II and III only</p>
<p>D. I, II and III</p>
</div>
<br><hr><br><div class="question">
<p>Which is <strong>not</strong> essential in a viable mesocosm?</p>
<p>A. Light source</p>
<p>B. Autotroph</p>
<p>C. Saprotroph</p>
<p>D. Herbivore</p>
</div>
<br><hr><br><div class="question">
<p>Which characteristic of water vapour classifies it as a greenhouse gas?</p>
<p>A. It absorbs and then re-emits some of the long wave radiation emitted by the Earth’s surface.</p>
<p>B. It prevents short wave radiation from reaching the Earth’s surface.</p>
<p>C. It absorbs UV radiation but does not re-emit it.</p>
<p>D. It absorbs infra-red radiation but does not re-emit it.</p>
</div>
<br><hr><br><div class="question">
<p>Over time, the hull of a sunken ship may become colonized by a wide range of marine organisms. What term is used to describe all of the organisms living in and on a sunken ship?</p>
<p>A. A community</p>
<p>B. An ecological niche</p>
<p>C. A population</p>
<p>D. An ecosystem</p>
</div>
<br><hr><br><div class="question">
<p>The Silver Springs feed into the Silver River in Florida. The diagram shows a pyramid of energy for the Silver Springs ecosystem. The units are kJ m<sup>–2</sup> y<sup>–1</sup>.</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;"> </p>
<p style="text-align: left;">What do level I and level III represent in the pyramid of energy?</p>
<p style="text-align: left;"><img 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"></p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows the carbon cycle.</p>
<p><img 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" width="529" height="252"></p>
<p>[Source: © International Baccalaureate Organization 2017]</p>
<p> </p>
<p>Which two processes correspond to the labelled arrows?</p>
<p>A. K is combustion and L is catabolism.</p>
<p>B. J is anabolism and K is respiration.</p>
<p>C. J is combustion and K is respiration.</p>
<p>D. J is anabolism and L is catabolism.</p>
<p> </p>
</div>
<br><hr><br><div class="question">
<p>How do greenhouse gases contribute to global warming?</p>
<p>A. They destroy the ozone layer, allowing radiation to reach the Earth’s surface.</p>
<p>B. They prevent radiation from the Earth escaping into space.</p>
<p>C. They trap short wavelength radiation in the atmosphere.</p>
<p>D. They are a product of combustion, which generates heat.</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows a version of the carbon cycle. What is indicated by the numbers?</p>
<p><img 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"></p>
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"></p>
</div>
<br><hr><br><div class="question">
<p>Which organism can best be described as a saprotroph?</p>
<p>A. A fungus that digests its food externally and absorbs the products of digestion</p>
<p>B. A beetle that feeds by ingesting the dung of other animal species and digesting its food internally</p>
<p>C. A single-celled eukaryote that is able to photosynthesize and consumes smaller organisms by endocytosis</p>
<p>D. A giraffe that feeds by ingesting leaves from an acacia tree</p>
</div>
<br><hr><br><div class="question">
<p>What is exchanged between a sealed mesocosm and the surrounding external environment?</p>
<p>A. Energy</p>
<p>B. Water</p>
<p>C. Air</p>
<p>D. Nothing can pass</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows the energy flow between five “sinks” in a terrestrial ecosystem.</p>
<p style="text-align:center;"><img 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"></p>
<p style="text-align:left;">In a typical terrestrial ecosystem, which trophic level would have the highest biomass?</p>
<p style="text-align:left;">A. Autotrophs</p>
<p style="text-align:left;">B. Primary consumers</p>
<p style="text-align:left;">C. Secondary consumers</p>
<p style="text-align:left;">D. Detritus feeders</p>
</div>
<br><hr><br><div class="question">
<p>In addition to carbon dioxide, which of these greenhouse gases is the most significant?</p>
<p>A. Methane</p>
<p>B. Ozone</p>
<p>C. Nitrogen oxides</p>
<p>D. Water vapour</p>
</div>
<br><hr><br><div class="question">
<p>What is a community?</p>
<p>A. A group of individuals of the same species in a given area</p>
<p>B. A group of animals that interact socially</p>
<p>C. A group of organisms interacting with the abiotic environment</p>
<p>D. A group of populations interacting with each other within a given area</p>
</div>
<br><hr><br><div class="question">
<p>Animals in the highest trophic level of a food chain will often be the largest in body size but will be few in numbers. What accounts for the small numbers?</p>
<p>A. Food eaten by animals at the highest trophic level has a lower energy content per gram</p>
<p>B. Energy losses through the food chain</p>
<p>C. Conversion of heat energy into chemical energy</p>
<p>D. Biomass of producers is small</p>
</div>
<br><hr><br><div class="question">
<p>By which mechanism do greenhouse gases contribute to global warming?</p>
<p>A. Their higher concentration absorbs more long wave radiation coming from the Sun.</p>
<p>B. Short wave radiation emitted from the Earth’s surface increases with their concentration.</p>
<p>C. They absorb higher amounts of long wave radiation emitted from the Earth’s surface as their concentration increases.</p>
<p>D. They absorb higher amounts of short wave radiation caused by increased combustion of fossilized organic matter.</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows the flow of energy through an ecosystem in&nbsp;<math xmlns="http://www.w3.org/1998/Math/MathML"><msup><mtext>kJ m</mtext><mrow><mo>–</mo><mn>2</mn></mrow></msup><msup><mtext> y</mtext><mrow><mo>–</mo><mn>1</mn></mrow></msup><mo>.</mo></math></p>
<p style="text-align:center;"><img 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"></p>
<p style="text-align:center;">[Source:&nbsp;“Energy flow: Figure 3,” (<a href="https://cnx.org/contents/24nI-KJ8@24.18:fbNheNoN@8/Energy-Flow">https://cnx.org/contents/24nI-KJ8@24.18:fbNheNoN@8/Energy-Flow</a>) by OpenStax College, Biology CC BY 4.0 (<a href="https://creativecommons.org/licenses/by/4.0/">https://creativecommons.org/licenses/by/4.0/</a>).]</p>
<p style="text-align:left;">What percentage of the energy passed from primary producers to primary consumers is lost to cellular respiration by tertiary consumers?</p>
<p style="text-align:left;">A. 0.001%</p>
<p style="text-align:left;">B. 0.08%</p>
<p style="text-align:left;">C. 0.2%</p>
<p style="text-align:left;">D. 0.4%</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows a simplified carbon cycle.</p>
<p style="text-align:center;"><img src="data:image/png;base64,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"></p>
<p style="text-align:left;">Which processes are taking place at X and Y?</p>
<p style="text-align:left;"><img 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"></p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows part of a food chain. The left box represents producers and the right box primary consumers. Arrows show energy flows.</p>
<p style="text-align:center;"><img src="data:image/png;base64,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"></p>
<p style="text-align:left;">Which forms of energy are represented by X and Y?</p>
<p style="text-align:center;"><img style="float:left;" src="data:image/png;base64,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"></p>
</div>
<br><hr><br><div class="question">
<p>Under certain conditions, living organisms on Earth produce and release methane. What favours the production of methane?</p>
<p>A. Forest fires</p>
<p>B. High light intensity</p>
<p>C. Anaerobic conditions</p>
<p>D. Dry conditions</p>
</div>
<br><hr><br>