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<h2>SL Paper 2</h2><div class="specification">
<p>Consumption of dark chocolate has been shown to have health benefits. A study was undertaken to see the effects of epicatechin (Epi), a substance in dark chocolate, on the aerobic capacity of leg muscles of mice.</p>
<p>A group of adult mice was used to measure the effects of a low dose of Epi given over 15 days. The mice were divided into four groups and given either water or Epi and were either kept idle (no exercise) or made to exercise on a treadmill.</p>
<p>After 15 days, the results were analysed. The blood capillary density in leg muscle was measured under the light microscope.</p>
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"></p>
</div>

<div class="specification">
<p>Leg muscle tension was measured over time during a treadmill exercise in all four groups. The muscle is considered to reach a point of fatigue when there is a decrease in tension to 50 % of the initial tension.</p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="specification">
<p>The scientists tested the expression of four different mitochondrial proteins. The protein samples were taken from leg muscles. The technique that was used to quantify the amount of protein expressed was Western blotting. In this procedure the thickness of the band is an indicator of the amount of protein.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: center;">&nbsp;</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the significance of the statement: p&lt;0.05.</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>Outline the trends in capillary density in the results of this experiment.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe how increased capillary density could affect the aerobic capacity of muscle.</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>State the time when the point of fatigue occurred in the Epi–exercise group.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast the results for the water–no exercise group and the Epi–no exercise group.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the effect of exercise on the results of the experiment.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Analyse the effect of exercise on the presence of the mitochondrial proteins in the leg muscle.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Mitochondria are essential for aerobic respiration. Suggest <strong>one</strong> possible role of the proteins that were studied.</p>
<div class="marks">[1]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The scientists concluded that Epi significantly increased aerobic capacity in leg muscle.</p>
<p>Evaluate the strength of the evidence provided by all of the data for dark chocolate improving the aerobic capacity of athletes.</p>
<div class="marks">[3]</div>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>there is a significant «statistical» difference between two experimental values<br><em><strong>OR</strong></em><br>there is a less than 5 % chance that the difference is random<br><em><strong>OR</strong></em><br>95 % or more probability that results are due to the experiment «IV» and not random/can reject the null hypothesis<br><em><strong>OR</strong></em><br>there is a relationship/correlation between doing exercise and capillary density</p>
<p><em>OWTTE</em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. exercise «significantly» increased the density with both water and Epi </p>
<p><em>“both” or OWTTE must be mentioned</em><br><br>b. Epi «significantly» increased the density with and without exercise <br><br></p>
<p>c. Epi–exercise had the greatest increase in the density<br><em><strong>OR</strong></em><br>Epi increases the density more than exercise alone</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. increases amount of blood taken to the muscle <br><br>b. increases the delivery of oxygen/glucose/nutrients for aerobic respiration </p>
<p>c. increases the removal of carbon dioxide/wastes<br><em><strong>OR</strong></em><br>increased gas exchange</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>175 «seconds»</p>
<p><em>Accept 170 to 180 «seconds»</em>.</p>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. in both cases the tension decreased over time  <br><br>b. Epi–no exercise lasts longer/more time until «onset of» fatigue «than water–no exercise» </p>
<p>c. the rate of decrease in tension is the same/similar in both </p>
<p>d. Epi–no exercise has more contractions per second before fatigue point «than water–no exercise»</p>
<p><em>Do not accept numerical comparisons without justification</em>.</p>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. «exercise with» water has no impact </p>
<p>b. «exercise with» Epi promotes higher levels of tension for more time </p>
<p>c. «exercise with» Epi increases the time to fatigue</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. exercise has no/very little effect with water <br><br>b. exercise with Epi increased III/IV </p>
<p>c. «it appears that» exercise with Epi has no/very little effect on II<br><em><strong>OR</strong></em><br>Epi relative to water increases all 4<br><em><strong>OR</strong></em><br>exercise has little/no effect on protein I/II </p>
<p>d. exercise with Epi «appears to» decrease I</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. protein channels<br><em><strong>OR</strong></em><br>pumps in membranes of mitochondria<br><em><strong>OR</strong></em><br>hormone binding sites </p>
<p>b. structural/integral/peripheral/glyco/surface proteins </p>
<p>c. enzymes/catalysts  </p>
<p><em>Accept verifiable names of specific membrane enzymes</em>.</p>
<p>d. electron transport chain proteins</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Limitations</em>:<br><br>a. study done on mice and may not apply to humans </p>
<p>b. levels of Epi administered in experiment may exceed levels in a sample of dark chocolate<br>OR<br>levels of Epi administered in experiment may have different levels in a sample of dark chocolate<br>OR<br>chocolate may have other components with unknown effects on aerobic capacity </p>
<p>c. mitochondrial proteins may not improve aerobic capacity </p>
<p><em>Strengths</em>:</p>
<p>d. data supports as dark chocolate contains EPI </p>
<p>e Epi improves capillary density and would therefore increase aerobic capacity </p>
<p>f. Epi improves fatigue resistance </p>
<p>g. Epi in combination with exercise improves it further </p>
<p>h. Epi increases mitochondrial proteins therefore/presumably increasing aerobic capacity</p>
<p><em>OWTTE</em></p>
<div class="question_part_label">g.</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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">g.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between the structure of amylose and the structure of amylopectin.</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>Suggest the reason for cellulose passing undigested through the human gut.</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>Draw an annotated diagram to show how a peptide bond is formed.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> structural features that differ between RNA and DNA.</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>amylose unbranched/helical while amylopectin branched / <em>vice versa</em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>enzymes required to digest cellulose not present in the human gut <em><strong>OWTTE</strong></em><br><em><strong>OR</strong></em><br>undigested cellulose provides bulk/fibre</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. correct structure of two amino acids </p>
<p>b. H<sub>2</sub>O lost </p>
<p>c. C from COOH of one links to N of NH<sub>2</sub>/NH<sub>3</sub><sup>+</sup> from the other </p>
<p>d. correct labelling of the peptide bond</p>
<p>e.g.</p>
<p><img src="data:image/png;base64,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"></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. number of strands<br><em><strong>OR</strong></em><br>(usually) only one strand in RNA/two strands in DNA </p>
<p>b. base composition<br><em><strong>OR</strong></em><br>uracil only in RNA / thymine only in DNA </p>
<p>c. type of pentose<br><em><strong>OR</strong></em><br>ribose only in RNA / deoxyribose only in DNA</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.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>The figure represents a water molecule.</p>
<p><img src="data:image/png;base64,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" width="688" height="266"></p>
<p>Draw a second water molecule to show how bonds can form between water molecules, including the name of the bond.</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>Water has important solvent properties. Explain these properties using an example to illustrate your answer.</p>
<div class="marks">[3]</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. similar water molecule drawn with oxygen on one molecule facing hydrogen on the other water molecule</p>
<p>b. one hydrogen bond drawn as a dotted/dashed line between the two water molecules and labelled</p>
<p><em>O and H do not have to be labelled but must be positioned correctly</em></p>
<p><em>eg :</em></p>
<p><em><img src="data:image/png;base64,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" width="223" height="121"></em></p>
<p><em>Can get this mark even if atoms incorrect</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. water molecule is polar</p>
<p><em><strong>    OR</strong></em></p>
<p>    water has «weak» positive and negative charges</p>
<p>c. water forms hydrogen bonds with <strong>polar</strong> substances</p>
<p>d. positive/hydrogen side/pole of water attracted to negative <strong>ions</strong></p>
<p><em><strong>    OR</strong></em></p>
<p>    negative/oxygen side/pole attracted to positive <strong>ions</strong></p>
<p>e. glucose/other example dissolves because it is polar</p>
<p><em><strong>    OR</strong></em></p>
<p>    sodium chloride/other example dissolves because ions are attracted to water</p>
<p><em><strong>[Max 3 Marks]</strong></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;">
[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="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>one</strong> disaccharide and the <strong>two</strong> monomers from which it can be synthesized.</p>
<p><strong>Disaccharide:</strong></p>
<p> 1:</p>
<p><strong>Monomers:</strong></p>
<p>1:</p>
<p>and 2:</p>
<p> </p>
<p> </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>Discuss the roles of the enzymes secreted by the pancreas during digestion.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast cis-fatty acids and trans-fatty acids.</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. disaccharide name</p>
<p><em>    eg: lactose, </em><em>glucose and galactose</em></p>
<p>b. both monomers that make up mpa</p>
<p><em>    eg: maltose, </em><em>glucose and glucose</em></p>
<p><em>    eg: sucrose, </em><em>glucose and fructose</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. amylase breaks down/catalyzes/hydrolyses starch to maltose</p>
<p>b. lipase breaks down/catalyzes/hydrolyses fats to fatty acids and glycerol</p>
<p>c. proteases/peptidases break down/catalyze/hydrolyze proteins into smaller<br>polypeptides/dipeptides/amino acids</p>
<p><em>Award [2] if all three enzymes and substrates named correctly and one further mark for all three products named</em><br><em>correctly.</em></p>
<p><em>Allow specific enzymes</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. both are unsaturated fatty acids</p>
<p><em><strong>    OR</strong></em></p>
<p>    both have two carbon atoms joined by a double bond</p>
<p>b. in cis-fatty acids the two H atoms are on the same side while in trans-fatty acids they are on opposite sides</p>
<p><em><strong>    OR</strong></em></p>
<p>    cis-fatty acids are healthier than trans-fatty acids</p>
<p><em><strong>    OR</strong></em></p>
<p>    cis-fatty acids have a lower boiling/melting point than trans</p>
<p><em><strong>    OR</strong></em></p>
<p>    cis-fatty acids have a kink «in the chain» but trans do not</p>
<p><em>Accept answer in an annotated diagram</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><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Sketch a graph to show the effect of temperature on the activity of enzymes.</p>
<p><img src="data:image/png;base64,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"></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>Explain enzyme–substrate specificity.</p>
<p> </p>
<div class="marks">[3]</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. axes labelled correctly: x-axis as temperature <em><strong>AND</strong></em> y-axis as rate of reaction/enzyme activity <br><br>b. correct shape of graph: increases gradually to max and then decreases more rapidly</p>
<p><img src="data:image/png;base64,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"><br><br><em>Fall should be at least twice as steep as rise</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. enzymes are proteins with specific 3-D geometry/shape <br><br>b. enzymes with active site that binds with the substrate/reactants </p>
<p>c. active site shape only allows it to bind with specific substrates «with complementary shapes» </p>
<p>d. when enzyme-substrate complex formed allows reaction to occur </p>
<p>e. products are released and enzyme returns to original shape and can be reused<br><em><strong>OR</strong></em><br>denaturing changes shape «of active site» so changes ability to bind with substrate</p>
<p><em>Accept marks from clear annotated diagrams</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;">
[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="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a molecular diagram of an amino acid to show its general structure.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the role of ribosomes in translation.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Some blood proteins are involved in defence against infectious disease. Explain the roles of <strong>named</strong> types of blood proteins in different defence mechanisms.</p>
<div class="marks">[8]</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. COO– <em><strong>or</strong></em> COOH group at one end <br><br></p>
<p>b. NH<sub>2</sub> <em><strong>or</strong></em> NH<sub>3</sub><sup>+</sup> at the other </p>
<p>c. CH in middle with H or R group attached</p>
<p><em>If shown expanded, then carbonyl oxygen must attach to C</em><br><em>If shown non-expanded, N of amine group must attach to C</em></p>
<p><em><img 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"></em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. translation is the production of polypeptides/proteins </p>
<p>b. mRNA binds to the ribosome </p>
<p>c. tRNA binds to the ribosome </p>
<p>d. at the site where its anti-codon corresponds to the codon on the mRNA</p>
<p><em>OWTTE</em></p>
<p>e. amino acids of «consecutive tRNAs» bind by a peptide link «in the ribosomes» </p>
<p>f. the ribosome moves along the mRNA<br><em><strong>OR</strong></em><br>continues with elongation of polypeptide chain</p>
<p><em>Accept annotated diagrams of the process</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. clotting factors «are proteins» that initiate the clotting cascade/process </p>
<p>b. fibrin «is a protein that» permits blood clotting<br><em><strong>OR</strong></em><br>allows the formation of a clot </p>
<p>c. «the protease» thrombin converts fibrinogen to fibrin  </p>
<p><em>OWTTE</em></p>
<p>d. fibrin forms a mesh/clot that prevents the entry of pathogen/antigen into the blood </p>
<p>e. antibodies are «specific» proteins that lymphocytes make </p>
<p>f. each antibody corresponds to a specific pathogen/antigen<br><em><strong>OR</strong></em><br>antibodies are specific «to certain pathogens/antigens» </p>
<p>g. antibodies create specific immunity </p>
<p>h. plasma cells produce large amounts of «specific» antibodies<br><em><strong>OR</strong></em><br>memory cells retain the ability to produce «specific» antibodies </p>
<p>i. immunoglobulins are antibodies against pathogens </p>
<p>j. enzymes in phagocytic white blood cells may digest pathogens</p>
<p><em>Accept annotated diagrams of the process</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>