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<h2>SL Paper 3</h2><div class="specification">
<p>When feed for animals is stored, moisture levels need to be kept low to prevent the growth of fungi. Feed was exposed to 15 % moisture and placed into a respirometer. O<sub>2</sub> consumption was monitored using the respirometer over a period of six days.</p>
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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>Outline how O<sub>2</sub> consumption is measured using a respirometer.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> conclusion that can be drawn from the results shown in the graph.</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>Other than humidity, suggest a variable that would need to be controlled in this experiment.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the role of fungi in nutrient cycling.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. a CO<sub>2</sub> absorber/KOH is added ✔</p>
<p>b. a bubble/starting water level is measured ✔ </p>
<p>c. «the rate of» movement of the bubble/pressure reduction is a measure of O<sub>2</sub> consumption ✔</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. as fungus grows, the rate of oxygen consumption increases ✔</p>
<p>b. around day 4/5 fungus begins to grow/no growth in days 1–3 ✔ </p>
<p>c. the rate of fungus growth/rate of respiration is highest after 5 days ✔</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>temperature/amount or type of feed «in the respirometer»/amount of CO<sub>2</sub> absorber<br><em><strong>OR</strong></em><br>other reasonable suggestion ✔</p>
<p><em>Do not accept light</em></p>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. act as saprotrophs/decomposers ✔ </p>
<p>b. rot/feed on/break down organic matter/food/organisms <br><em><strong>OR</strong></em><br>return nutrients trapped in organic matter to the cycle/soil ✔</p>
<p><em>Do not accept detritivores</em></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>Very few candidates achieved a mark. Some confused a respirometer with a spirometer; others mentioned data logging probes. Credit was given for mention of a water column. Only the highest scoring candidates understood that a carbon dioxide absorber is required to allow pressure changes to be measured.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates described what was shown by the graph rather than making a conclusion related to the growth of fungi. Thus &ldquo;oxygen consumption increased after day 4&rdquo; or references to the feed respiring were common answers.</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Often more than one answer was given but only the first was marked. Temperature and amount of feed were the most common answers.</p>
<div class="question_part_label">a.iii.</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>A study was carried out on the activity of catalase in bacteria living in extreme environments. Catalase decomposes hydrogen peroxide (H<sub>2</sub>O<sub>2</sub>). The data were obtained for a strain of bacteria called <em>Vibrio rumoiensis</em> which exhibits high catalase activity.</p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the relationship between increasing H<sub>2</sub>O<sub>2</sub> concentration and catalase activity.</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>Identify <strong>two</strong> factors that would need to be controlled in generating these data.</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>Evaluate the claim that, based on the data, the optimum H<sub>2</sub>O<sub>2</sub> concentration for catalase is 70 mM.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. as H<sub>2</sub>O<sub>2</sub> concentration increases catalase activity increases / positive correlation<br>(up to 70 mM) </p>
<p>b. peak activity at approximately 70 mM </p>
<p>c. activity decreases after the peak</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>temperature / pH / enzyme concentration / enzyme volume / quantity of bacteria</p>
<p><em>2 answers for 1 mark</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. maximum peak / optimum around 70 mM </p>
<p>b. but overlapping error bars around 70 mM </p>
<p>c. no clear optimum / range between 60 − 90 mM </p>
<p>d. may only be true for this strain <em>Vibrio rumoiensis</em> / other variables not reported (<em>e.g.</em> another form of catalase)</p>
<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.</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="specification">
<p>Students exposed the water plant <em>Cabomba caroliniana</em> to different light intensities. The bubbles of oxygen gas released by the plant were counted each minute.</p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast the experimental results for the effect of light intensity on the rate of photosynthesis of a green plant with the expected trend line.</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><em> C. caroliniana</em> can grow well in water at 27°C. This experiment was carried out at 25°C.</p>
<p>Describe the effect of carrying out the same experiment at 15°C.</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>This experiment measured the quantity of oxygen gas released by the water plant. State <strong>one</strong> other way of measuring the rate of photosynthesis.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Compare:</em></p>
<p>a. both the theoretical data and the experimental data show an increase in photosynthetic rate/oxygen production with increased light intensity<br><em><strong>OR</strong></em><br>the rate of photosynthesis in the experimental data starts to level off at high light intensity as expected in theoretical data </p>
<p><em>Contrast:</em></p>
<p>b. the experimental data do not reach a plateau whereas theoretical data do <br><em><strong>OR</strong></em><br> data show photosynthesis is occurring at zero lux/light intensity whereas theoretical data would not</p>
<p><em>Accept answers using an annotated graph</em>.</p>
<p><em>Accept answers as annotations of the graph or a new graph drawn:</em></p>
<p><img 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"></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«the rate of photosynthesis» would be slower/fewer bubbles <br><em><strong>OR</strong></em><br> rise to lower level/would plateau at a lower level/would be half the height</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. measure the absorption/decrease of CO<sub>2</sub> </p>
<p>b. measure the increase in biomass </p>
<p>c. measure rise in pH</p>
<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.</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="specification">
<p>Thin-layer chromatography was carried out on red and brown algae to discover what photosynthetic pigments they contained. The results were compared with the known pigments found in spinach leaves.</p>
<p><img 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" width="417" height="291"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify pigment labelled P.</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 a suitable solvent for extracting photosynthetic pigments from plant tissue.</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>Explain how the pigments in the chromatogram of spinach are identified.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>xanthophyll</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>acetone</p>
<p><em><strong>OR</strong></em></p>
<p>alcohol</p>
<p><strong><em>OR</em></strong></p>
<p>ether</p>
<p><em>Accept other named organic solvent</em></p>
<p><em>If there is more than one answer accept only the first one. (Note: “Water mixed with alcohol” would be correct as would “alcohol, water” but “water, alcohol” would be incorrect)</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. they can be identified by their colour/analysis with spectrometer</p>
<p>b. measure the distance travelled by the solvent front</p>
<p>c. measure the distance travelled by the pigment</p>
<p>d. calculate the R<sub><em>f</em></sub> value</p>
<p>e. they can be identified by comparing R<sub><em>f</em></sub> values to known values</p>
<p><em><strong>[Max 3 Marks]</strong></em></p>
<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.</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>