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</div><h2>SL Paper 3</h2><div class="question">
<p>Discuss the causes and treatments of phenylketonuria.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p><em>Causes</em>:</p>
<p>a. phenylketonuria is an inherited / genetic condition / caused by a mutation </p>
<p>b. enzyme phenylalanine hydroxylase/PAH not present/deficient </p>
<p>c. phenylalanine is an essential amino acid </p>
<p>d. inability to convert phenylalanine into tyrosine / phenylalanine builds up in the body </p>
<p><em>Treatment</em>:</p>
<p>e. requires diet rich in tyrosine «supplements» </p>
<p>f. low in phenylalanine </p>
<p>g. monitor blood phenylalanine levels </p>
<p>h. monitor growth rates / intellectual development</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>List <strong>two</strong> dietary sources of vitamin D.</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 an example of these receptors in humans.</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>Discuss exposure to sunlight as a source of vitamin D.</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><em>e.g.</em> cod liver oil / fish liver oil / oily fish (accept correctly named example) / egg yolk / fortified cereal / ONE named dairy product (<em>i.e.</em> milk/cheese/ yoghurt)<br><em>Allow any <strong>two</strong> sources for the mark. Reject fish alone.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="text-decoration: underline;">hair cells</span> of cochlea</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>UV light/sunlight on skin causes chemical production of vitamin D;<br>UV too low in winter in high latitudes;<br>vitamin D stored in liver so can make enough to last several months/through winter;<br>UV light can damage skin and cause skin cancer so exposure needs to be limited;<br>use of sun-block will inhibit vitamin D production;<br>covering skin with clothing prevents UV reaching skin; <em>Accept reference to cultural/religious customs</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>Many gained the mark here, but a large proportion could not list two valid dietary sources of vitamin D, often giving fruit and vegetables as a possibility. The emphasis should also have been on oily fish.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Few correct answers to this part, many suggesting “eardrum”, or simply “hairs in ears”. </p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question was badly answered on the whole. The main misconception is that sunlight contains vitamin D, and many did not explain the role of the skin in the production of the vitamin. There is, however, an overall general awareness of the connection between UV light and skin cancer</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the possible health consequences of diets rich in fats.</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>Outline the consequences of protein deficiency malnutrition.</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>may lead to obesity (which is risk factor for many health problems);<br><em>NOT weight gain</em><br>(obesity leads to) increased risk of coronary heart disease/gall bladder disease/high blood pressure/diabetes/excess strain on joints; <em>Accept CHD</em><br>may lead to increase in blood cholesterol/low density lipoprotein/LDL/lipid levels;<br>deposits impede blood flow / cause diameter of blood vessel to decrease / atherosclerosis / degeneration of artery walls;<br>health consequences depend on type of fat ingested – high saturated fat;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>lack of blood plasma proteins;<br>leading to tissue fluid retention/swollen abdomen;<br>lethargic/little interest in surroundings;<br>thin muscles/flaky appearance of skin/sparse hair with lack of pigmentation;<br>physical and mental development retarded;</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 candidates could give at least some appropriate responses to this question and many scored maximum marks.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question produced a lot of vague answers that were not specific enough to gain credit. Many gave “swollen stomach” instead of “swollen abdomen” which was not creditworthy.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Compare the distribution of blood flow at rest and during exercise.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>blood flow to brain unchanged with exercise;</p>
<p>blood flow to heart wall/skeletal muscles/skin increased with exercise;</p>
<p>blood flow to kidneys/stomach/intestines/other abdominal organs reduces with exercise;</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This was an easy question for most candidates.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>one</strong> consequence of protein deficiency malnutrition.</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>Outline the reasons for increasing rates of clinical obesity in some countries.</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>lack of blood plasma proteins;</p>
<p>subsequent tissue fluid retention;</p>
<p>swelling of abdomen;</p>
<p>retarded physical and mental development of children;</p>
<p>muscle wastage;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>sedentary lifestyle/occupations / lack of exercise;</p>
<p>diets high in processed contents / low in complex carbohydrates;</p>
<p>diets high in fat; availability of inexpensive food / large portion sizes;</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 candidates just mentioned marasmus or kwashiorkor, but this was just restating the stem, as these terms mean “deficiency of proteins”. Symptoms of the disease were expected.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some candidates scored maximum marks by giving accurate information. Others only mentioned one reason for obesity, so only scored one mark.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw a labelled diagram to show the structure of a skeletal muscle sarcomere.</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 myoglobin in muscle fibres.</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><em> Award [1] for each structure clearly drawn and correctly labelled.</em></p>
<p>light <span style="text-decoration: underline;">and</span> dark bands;</p>
<p>Z line;</p>
<p>(thin) actin filaments shown with no gap between these and Z line;</p>
<p>(thick) myosin filaments shown with heads;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>binds oxygen when level is high;</p>
<p>releases oxygen when level is low;</p>
<p>acts as an oxygen store;</p>
<p>allows muscles to continue with aerobic respiration for longer;</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>Some very poor diagrams were seen. The structure of a skeletal muscle was drawn by many of the candidates, without showing the sarcomere.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates knew that myoglobin is used as an oxygen store.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question">
<p>Describe the causes, consequences and diagnosis of phenylketonuria (PKU).</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p><em>cause</em>: <strong>[1 max]</strong><br>a genetic variation/mutation;<br>change in gene coding for tyrosine hydroxylase;</p>
<p><em>consequences</em>: <strong>[1 max]</strong><br>results in a failure to metabolize phenylalanine into tyrosine;<br>results in high levels of ketones in the blood and urine;<br>results in mental retardation/brain damage;</p>
<p><em>diagnosis</em>: <strong>[1 max]</strong><br>can be made by a simple blood test for the level of phenylalanine;<br>diagnosis can be made shortly after birth;</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>A3 was answered very well, with many candidates achieving full marks. <br><br></p>
</div>
<br><hr><br><div class="question">
<p>List <strong>two </strong>natural food sources of vitamin D in human diets.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p><em>Award <strong>[1] </strong></em><em>for any two natural food sources.</em></p>
<p>fatty fish / salmon/tuna/mackerel/sardines/fish oils;</p>
<p>egg / egg yolks;</p>
<p>liver;</p>
<p>mushrooms;</p>
<p>cheese/milk/butter/yogurt/other dairy product;</p>
<p><em>Do not accept supplemented foods or "fish" alone.</em></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p align="LEFT"> Many candidates could list two natural food sources of Vitamin D. A common error was to give fortified cereals or just fish as an answer.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State a source of vitamin D in a human diet.</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>Discuss exposure to sunlight as a source of vitamin D.</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>Discuss reasons for conservation of biodiversity of a <strong>named</strong> ecosystem.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>fatty fish <em>e.g.</em> mackerel/tuna/sardines/herring <em>etc.</em>;<br>liver;<br>eggs;<br>fortified dairy products;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>sunlight stimulates skin to synthesize vitamin D;<br>less sun exposure/insufficient vitamin D leads to skeletal deformities/rickets;<br>UV radiation increases the incidence of skin cancer/melanoma;<br>vegans/vegetarians are more likely to lack vitamin D so need more exposure to sunlight;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>name of ecosystem:</em><br><em>e.g.</em> (tropical) rainforest;<br><em>ethical reason</em>:<br>every species has a right to life, regardless of whether it is useful/non useful to humans;<br>potential of undiscovered medicines;<br><em>ecological reasons</em>:<br>better use of the rainforest may occur by respecting the existing balance in concert with the indigenous people;<br>native species are adapted to local conditions whereas invasive species are less likely to be in balance;<br>species in the rainforest are interdependent so loss of species threatens the rest of the community;<br>deforestation of rainforests increases soil erosion/silting of rivers/flooding/CO<sub>2</sub> atmospheric levels;<br><em>economic reasons</em>:<br>ecotourism is a potential source of income;<br><em>aesthetic reasons</em>:<br>loss of beauty of the system;<br>artists are inspired by the images/flowers/animals of rainforests;<br><em>heritage/cultural reasons</em>:<br>maintenance of the rainforest preserves human cultural diversity; <br><em>Do not award more than <strong>[2 max]</strong> for each category of reasons e.g. not more than <strong>[2]</strong> for ecological reasons.</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>N/A</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Surprising how many thought that the sun provided Vitamin D directly and not that the skin is stimulated by sunlight to synthesize it.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(b) seemed to be answered very easily and many candidates scored all five marks. Most candidates mentioned the rainforest in their answer.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question">
<p>Explain the possible health risks of being overweight.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>a. increased risk of hypertension/high blood pressure</p>
<p>b. high cholesterol/LDL</p>
<p>c. «circulatory problems such as» atherosclerosis/plaque/thrombosis/stroke/heart disease</p>
<p>d. increased chance of <strong>type II</strong> diabetes</p>
<p> <em><strong> OR</strong></em></p>
<p> unable to control blood sugar level</p>
<p>e. possibly develop osteoarthritis/trouble with joints</p>
<p>f. higher risks of cancers</p>
<p>g. overconsumption of fats/sugars leads to the under consumption of essential nutrients</p>
<p>h. gallstones/gall bladder disease</p>
<p><strong><em>[Max 4 Marks]</em></strong></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">List <strong>two </strong>consequences of anorexia nervosa.</p>
<p class="p1"> </p>
<p class="p1">1.</p>
<p class="p1"> </p>
<p class="p1">2.</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 class="p1">Explain the causes, consequences and treatment of phenylketonuria (PKU).</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 class="p1"><em>Award </em><strong><em>[1] </em></strong><em>for any two consequences.</em></p>
<p class="p1">weight loss;</p>
<p class="p1">anemia;</p>
<p class="p1">depression/anxiety disorders;</p>
<p class="p1">abdominal distension;</p>
<p class="p1">hair loss/thinning;</p>
<p class="p1">flaky skin;</p>
<p class="p1">cessation of menstrual cycle / other hormonal imbalance;</p>
<p class="p1">death;</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1"><em>causes</em>: genetic/inherited (homozygous recessive) disorder / mutation in (gene for) enzyme that converts phenylalanine into tyrosine / lack of phenylalanine hydrolase/PAH;</p>
<p class="p1"><em>consequences</em>: phenylalanine converted to phenylketone / mental retardation / brain damage / seizures;</p>
<p class="p1"><em>treatment</em>: low-phenylalanine diet / example of substances that cannot be eaten;</p>
<p class="p1"><em>(eg any food containing protein / aspartame)</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 class="p1">The answers to this question on consequences of anorexia nervosa were surprisingly vague and many were not able to give two good replies for the mark.</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">This question on phenylketonuria was either very well done, with many getting 2 or the full 3 marks, or not scoring any marks.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question">
<p>Outline consequences of protein deficiency malnutrition.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>lack of blood plasma proteins and tissue fluid retention/abdominal bloating/ swollen abdomen;<br>kwashiorkor/marasmus develops;<br>poor growth and development (among children);<br>(often) mental retardation;<br>lethargic/little interest in surroundings;<br>wasting of muscle / thin muscles;</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>A2 (b) was not well answered as many candidates simply listed did not use appropriate scientific terminology.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>List <strong>two</strong> possible variants in the molecular structure of unsaturated fatty acids.</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>State <strong>one</strong> reason to include fibre in the diet.</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>Describe the health consequences of a diet rich in proteins.</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><span style="text-decoration: underline;">number</span> of carbons (in the chain/length of chain);<br>number of double bonds (in the chain) / may be monounsaturated/ polyunsaturated;<br><em>cis</em>/<em>trans</em> structure in unsaturated fatty acids / <em>OWTTE</em>;<br>location of double bonds;<br>counting inwards from opposite end of COOH group/omega 3/omega 7;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(bulk) may help regulate digestive process/peristalsis/prevent constipation;<br>may lower risk of <em>colon</em>/<em>intestinal</em> cancer/appendicitis/diabetes/cardiovascular disease;<br>may decrease hunger (helping with control of food intake);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>quick drop in weight (through loss of body fluids);<br>important for children/pregnant/breastfeeding women;<br>loss of calcium ions in urine / possible risk of osteoporosis;<br>unbalanced diet / lack of essential nutrients;<br>e.g. essential vitamins/minerals/fibre;<br>possible rise in blood pressure;<br>release of ketones into bloodstream/ketosis (causing loss of appetite);<br>possible risk of kidney/liver disorders/stones/reduced functioning;<br>gout;</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>A2 (a) was well answered by most. Most candidates mentioned monounsaturated and polyunsaturated and some cis and trans.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The majority of candidates explained the importance of fibre in the diet with in-depth explanation, although some candidates gave answers without biological jargon, such as "fibres clean the guts".</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates gave very long answers talking about the dangers of the fats associated to proteins (for example in beef) but did not make reference to the dangers of a protein-rich diet.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Explain possible health consequences of diets rich in fats.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>too much fat may result in weight gain/obesity;<br>(obesity) increases risk of coronary heart disease;<br>another health-related risk <em>e.g.</em> type II diabetes / atherosclerosis / arteriosclerosis / high blood pressure;<br>inadequate consumption of other essential nutrients;</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>There were 2 'explain' questions in this option, but the second one, A2(c) did not cause as many problems.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the function of the appetite control centre in the brain.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a(i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the implications for the health of a person who has a BMI of 16 kg m<sup>–2</sup>.</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>Describe a primary succession in a <strong>named</strong> type of habitat.</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. causes sensation of being full/having eaten too much (when receives messages);</p>
<p>b. stimulated by hormones (insulin, CCK) produced by pancreas/small intestine after eating;</p>
<p>c. stretch receptors in stomach after eating;</p>
<p>d. hormones (leptin) produced by adipose tissue in response to fat storage;</p>
<p>e. send message to appetite control centre in brain;</p>
<div class="question_part_label">a(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>BMI of 16 (kg m<sup>-2</sup>) is underweight so there is a health risk;</p>
<p>underweight so may be taking in insufficient nutrients;</p>
<div class="question_part_label">a(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. named type of habitat; <em>(e.g. land left after lava flow/glacier retreat / sand dune)</em></p>
<p>b. primary succession occurs on bare/lifeless substrate;</p>
<p>c. organisms move into an area and change its nature/pioneers colonize;</p>
<p>d. pioneers are simple autotrophs; <em>(e.g. lichens grow first)</em></p>
<p>e. break down substrate; <em>(e.g. to form organic soil)</em></p>
<p>f. leads to an eventual climax ecosystem; <em>(e.g. forest) </em></p>
<p>g. stages in the succession follow a set sequence;</p>
<p><em>Award <strong>[2 max]</strong> if no named type of habitat given or if example is of secondary succession such as after a forest fire</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>Many candidates were able to get 2 out of the 3 available marks for stating that the appetite control centre causes a sensation of being full and then stating one message sent to the centre after eating. Stretch receptors were often incorrectly stated as being in the small intestine or pancreas and few added that leptin was produced in response to fat storage by adipose tissue.</p>
<div class="question_part_label">a(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question asked candidates to outline the implication of the given BMI. Therefore more was expected than simply stating that the person would be underweight.</p>
<div class="question_part_label">a(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The descriptions of primary succession were not clear or detailed enough. Few used the words pioneer or climax community. Many incorrectly referred to the first plants as mosses rather than lichens. Despite this, the generous mark scheme allowed many to gain 2 marks.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the importance of acid conditions in the stomach.</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>Suggest <strong>one</strong> reason for a correlation between a low-fibre diet and a higher incidence of gastrointestinal problems.</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>Acidity activates digestive enzyme «pepsinogen»</p>
<p>Hydrolysis/breakdown of food</p>
<p>Acidity destroys unwanted bacteria/pathogens</p>
<p>Provides optimum pH for enzymes/pepsin to function</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Increased contact time between intestinal wall and food</p>
<p>Increase interaction with surface and undesirable food chemicals</p>
<p>The density/hardness of the stool can make it harder to egest causing damage to tissues</p>
<p>Increases digestive tract conditions/diseases/constipation</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 candidates could outline the importance of acid conditions in the stomach.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>N/A</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the control mechanism for appetite in humans.</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 the possible health consequences of a diet rich in protein.</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. appetite control centre (in brain) makes person feel full/satiated/hungry;<br>b. function is both nervous and hormonal;<br>c. <span style="text-decoration: underline;">after eating</span> (centre) responds to hormones/insulin from pancreas/hormones/PYY from small intestine/hormones from adipose tissue/leptin in response to fat storage;<br>d. centre responds to hormone/ghrelin released from <span style="text-decoration: underline;">empty</span> stomach;<br>e. part of centre responds to levels of lipid/sugar in the blood;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. high amount of one nutrient may cause deficiency in another one;<br>b. excess protein not stored as protein by the body / converted to fat;<br>c. results in weight/mass loss in many people (due to fat/carbohydrate deficiency);<br>d. health problems such as kidney stones/other health problems;<br>e. high protein as part of a weight/mass loss diet;</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>Most students could outline the control mechanism for appetite.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Few were able to achieve well in A3 (b), lacking the detail required of the consequences of protein rich diets.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Outline the molecular structure of different types of fatty acids.</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 class="p1">Evaluate the benefit of reducing cholesterol in the diet.</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 class="p1">fatty acids share a common structure but differ in the total number of carbon atoms in the chain;</p>
<p class="p1">saturated fatty acids have no double bonds between carbon atoms;</p>
<p class="p1">unsaturated have double bond(s);</p>
<p class="p1">monounsaturated have one double bond / polyunsaturated have more than one double bond;</p>
<p class="p1"><em>cis </em>fatty acids have adjacent hydrogen atoms on same side of double bond <span style="text-decoration: underline;">and</span> <em>trans </em>have them on opposite side;</p>
<p class="p1"><em>(accept annotated diagrams)</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">cholesterol is a steroid found mainly in animal products;</p>
<p class="p1">it builds up in the walls of arteries / causes clogging/narrowing/blockage of artery / atherosclerosis;</p>
<p class="p1">lowering its ingestion may lower the probability/ risk of coronary heart disease/CHD;</p>
<p class="p1">cholesterol can be synthesized by the liver;</p>
<p class="p1">factors other than diet can affect levels of cholesterol / genetic factor more important than diet;</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 class="p1">Although candidates did not note that fatty acids share a common structure but differ in the total number of carbon atoms in the chain, many were still able to get the full 3 marks for this question. Candidates showed a good understanding of saturated and unsaturated fatty acids as well as what cis and trans referred to. Some candidates were carelessly referring to hydrogen bonds and thus losing marks.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p class="p1">Many candidates received 2 but seldom 3 marks for evaluating the benefit of reducing cholesterol in the diet. Most did not seem aware that cholesterol can be synthesized by the liver or that factors other than diet can affect levels of cholesterol.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question">
<p>Explain the benefits of supplementing common foods with vitamins and minerals.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>supplies essential nutrients lacking in diet / nutrients added by manufacturers;<br>benefits lower socio-economic groups as common foods are consumed by most people / reduces the need to purchase supplements;<br>prevents nutritional deficiencies/deficiency diseases;<br>named example of mineral/vitamin supplementation; (<em>e.g. iodine in salt</em>)</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Many candidates were able to get a mark for indicating that supplementing common foods would prevent deficiency diseases or provide nutrients lacking in the diet. However, the fact that "common foods‟ were the ones the supplemented and the benefit of that were usually overlooked.</p>
</div>
<br><hr><br><div class="question">
<p>Explain a method to quantify the energy content in food.</p>
<p style="text-align: center;"> </p>
<p style="text-align: left;"> </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>a. description of apparatus<br><em><strong>OR</strong></em><br>drawing<br><em><strong>OR</strong></em><br>measured with a calorimeter</p>
<p><em>Allow other correct described method</em>.</p>
<p><img 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"></p>
<p>b. measure the initial mass/volume of water </p>
<p>c. measure the initial temperature of the water </p>
<p>d. measure the mass of the food </p>
<p>e. ignite the food and place under the container of water </p>
<p>f. measure the final temperature of the water<br><strong><em>OR</em></strong><br>calculate the change in temperature of the water </p>
<p>g. heat gained by the water=heat lost by the food<br><strong><em>OR</em></strong><br>energy=mass of water temperature rise in water x specific heat capacity of water/mass of food</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="specification">
<p>Rats were injected with antibodies that induced phagocytosis of red blood cells (erythrocytes) leading to their breakdown. The graph shows the percentage of intact and partially digested erythrocytes in cells of the liver as observed under the microscope.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the name of the cells that perform the breakdown of erythrocytes in the liver.</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>Describe the breakdown of erythrocytes by liver cells.</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>Outline the fate of the iron from the erythrocytes.</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>Kupffer</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. cells phagocytose/engulf the erythrocytes <br><br>b. hemoglobin is split into heme group and globins<br><em><strong>OR</strong></em><br>heme is removed from hemoglobin </p>
<p>c. globins broken down/hydrolyzed to peptides/amino acids </p>
<p>d. heme group separated into iron and bilirubin</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. carried to bone marrow <br><br>b. used in the production of hemoglobin/new erythrocytes</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>Zinc (Zn) is an important dietary nutrient. More than 200 enzymes that are dependent on zinc have been identified. One consequence of zinc deficiency is suppression of appetite, due to reduced sensitivity to tastes and smells. A recent study compared the presence of zinc in tissue and fluid samples collected from 15 patients with anorexia nervosa to that from 15 control patients. The results are shown in the graphs below.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare the zinc content of scalp hair of the control group with that of the anorexia nervosa group.</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 whether whole blood zinc content of 6 μg g<sup>–1</sup> would indicate that a person has anorexia nervosa.</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>Discuss whether dietary zinc supplementation would be an effective treatment for anorexia nervosa.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Zinc is a mineral. Distinguish between a mineral and a vitamin.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the body mass index (BMI) below which a person is considered to be underweight.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>mean zinc content higher in control group;</p>
<p>control group more variable;</p>
<p>overlap between two groups / highest of anorexia nervosa group equals mean of control group;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(data suggest this is) probable / could be symptom;</p>
<p>other conditions could lead to low zinc;</p>
<p>6 μg g<sup>–1</sup> is within the lower range of “normal”;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>zinc supplementation is necessary for insufficient dietary intake / improvement in below normal intake would be resolved;</p>
<p>improved appetite may result;</p>
<p>low zinc may be effect not cause of anorexia nervosa / other causes of anorexia;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>minerals are inorganic while vitamins are organic;</p>
<p>minerals tend to be in ionic elemental form/small molecules while vitamins tend to be larger molecules;</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(below a BMI of) 18.5kg m<sup>-2</sup> <em>(units needed)</em></p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Many candidates answered the comparison well, but many others simply stated numbers instead of comparing.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question was generally answered well. Many candidates realised that this value could be an indicator of anorexia because it was very low, but there was a control person who had this same value.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Generally answered well.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates failed to answer this question correctly.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates failed to give the units for BMI.</p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the importance of fibre as a component of a balanced diet.</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>Distinguish between minerals and vitamins.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>fibre/cellulose cannot be digested;<br>aids peristalsis/helps to prevent constipation/adds bulk;<br>prevents obesity by increasing bulk in the stomach;<br>reduces the risk of appendicitis/cancer/hemorrhoids;<br>slows the rate of sugar absorption/helps prevent diabetes;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>minerals are <span style="text-decoration: underline;">inorganic</span> elements (simple compounds from elements in ionic form)<span style="text-decoration: underline;"> and</span> vitamins are <span style="text-decoration: underline;">organic</span> compounds (which cannot be synthesised by the body);<br>minerals are all water soluble but only some vitamins are water soluble (others are lipid soluble);<br>some vitamins are destroyed by exposure to oxygen, minerals are not;</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 mainly well answered, but candidates needed to be precise in their points. The connection between preventing obesity by increasing bulk in the stomach is an obvious example of the need for complete statements.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were many irrelevant answers to this question and students seemed very unsure about the nature of vitamins and minerals. Some thought that vitamins are ions, and did not know the difference between inorganic and organic.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>The graph shows the relationship between gastrointestinal (GI) damage and gastric acidity in 37 healthy human volunteers.</p>
<p><img 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" width="565" height="298"></p>
<p>[Source: Republished with permission of Elsevier Science and Technology Journals, from ‘Integrated gastric acidity can predict the prevention of naproxen-induced gastroduodenal pathology in normal subjects’, John Plachetka, Gaetano Morelli, Carolyn Hines, Julie Borland, Alison Lyke, Diane Littlefield, Jerry D. Gardner Gastroenterology, Vol. 124, Issue 4, 2003; permission conveyed through Copyright Clearance Center, Inc.]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the relationship between gastric acidity and GI damage.</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>GI damage can include ulcers. Outline the treatment of stomach ulcers.</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>Other than gastric acidity, state a primary cause of stomach ulcers.</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>probability of GI damage increases with increased «gastric» acidity</p>
<p><em><strong>OR</strong></em></p>
<p>positive correlation</p>
<p><em>OWTTE</em></p>
<p><em>Do not accept “directly proportional”</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. proton pump inhibitors reduce stomach acid «production»</p>
<p>b. antacid/medication to neutralize/decrease acidity</p>
<p>c. «lower acidity» allow GI damage/ulcers to heal</p>
<p>d. antibiotics for <em>H. pylori</em>/bacterial infection</p>
<p>e. diet/lifestyle changes/eliminate smoking/alcohol</p>
<p>f. surgery needed with extensive gastric damage</p>
<p><em>Accept “cauterization” for marking point f</em></p>
<p><em><strong>[Max 3 Marks]</strong></em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a.<em> Helicobacter pylori/H. pylori</em> «infection»</p>
<p>b. use of non-steroidal anti-inflammatory drugs/NSAID/aspirin/ibuprofen</p>
<p><em>Accept valid examples of NSAID but do not accept trade names</em></p>
<p><em><strong>[Max 1 Mark]</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><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Water and minerals are essential in the human diet. List two other types of nutrient in a human diet.</p>
<p>1: . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .<br>2: . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .<br> </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>Outline the benefits of using iodine as a dietary supplement.</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>(essential) amino acids;<br>(essential) fatty acids / oils / lipids / fats;<br>vitamins;<br>carbohydrates;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. iodine is a mineral that is often scarce in local diets/water supplies;<br>b.required for normal thyroid function/synthesise thyroxine;<br>c.prevents goitre/avoid iodine deficiency/avoid absorbing iodine–131/radioactiveiodine;<br>d.prevents brain damage;[</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>Knowledge of nutrients and the need for iodine was sound, although the word goiter was not well known. There was also good knowledge of the benefits and risks of a high protein diet, though many candidates did not score full marks.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Knowledge of nutrients and the need for iodine was sound, although the word goiter was not well known. There was also good knowledge of the benefits and risks of a high protein diet, though many candidates did not score full marks.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>The data in the graph was obtained from a physically fit rower using a calibrated rowing machine and a heart rate monitor.</p>
<p><img 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" alt></p>
<p>The table shows cardiac output during exercise for an untrained person.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate, using the graph, the resting heart rate of the physically fit rower.</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>Estimate, using the graph, the increase in heart rate between exercise at 25 watts and 250 watts. (Show your workings.)</p>
<div class="marks">[1]</div>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Predict, with a reason, whether the increase would be greater <strong>or</strong> less in an untrained person when the power output increases from 25 watts to 250 watts.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b (ii).</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>60 (beats min<sup>–1</sup>)<em> (accept answers in the range of 58 to 64 (beats min<sup>–1</sup>))</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(heart) rate 80 (at 25 W) <span style="text-decoration: underline;">and</span> (heart) rate 140 (at 250 W) (difference =)<br>60 (beats min<sup>–1</sup>)<em> (both needed)</em></p>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>greater as trained rower should have larger stroke volume / each (heart) beat more efficient / <em>OWTTE</em> (<em>accept converse</em>)</p>
<div class="question_part_label">b (ii).</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates correctly used the graph in (a) to find the resting heart rate.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The calculation in (b) (i) was an easy mark for many candidates.</p>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates gave vague answers for part (ii). Simply referring to the fact that the person was untrained and therefore not used to exercise. Reference in b (ii) needed to be made to stroke volume or efficiency of each heartbeat. </p>
<div class="question_part_label">b (ii).</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State one source of vitamin D in the diet.</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 how vitamin D can be obtained other than through the diet.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a (ii).</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>liver / dairy products / fish / egg <span style="text-decoration: underline;">yolks</span> / other source.</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>sunlight.</p>
<div class="question_part_label">a (ii).</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Questions 2 and 3 were well answered with better candidates gaining near perfect marks.</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Questions 2 and 3 were well answered with better candidates gaining near perfect marks.</p>
<div class="question_part_label">a (ii).</div>
</div>
<br><hr><br><div class="question">
<p>Explain <strong>two</strong> pieces of dietary advice that might be given to someone suffering from type II diabetes.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>(dietary recommendations needed) to reduce blood glucose levels as target/ body/muscle cells less sensitive to insulin / not enough insulin produced;<br>reduce intake of (saturated) fats, to reduce weight;<br>reduce the intake of sugar/simple carbohydrates, causes rapid increase in blood glucose concentration;<br>eat more high fibre foods, satisfy appetite, but cannot be broken down;<br>regular/many small meals, to avoid (rapid) rise in glucose after a big meal;<br>eat complex carbohydrates/carbohydrates with a low glycemic index, digested and absorbed more slowly; <br><em>To award the mark, answers require recommendation with a reason.</em></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Part (b) on dietary advice for someone suffering from type II diabetes was a more discriminating question as many candidates could not explain the advice they were recommending. No marks were awarded for a short list.</p>
</div>
<br><hr><br><div class="question">
<p>Evaluate the health consequences of a diet rich in polyunsaturated fatty acids.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>a. polyunsaturated fatty acids are preferable to saturated fatty acids;<br>b. decreases risk of cardiovascular disease;<br>c. provide (concentrated) energy / can lead to obesity;</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>In c the students usually gained the mark for contributing to obesity, but the expected health comparison with saturated fats was lacking. Some complicated matters by trying to write at length about cis and trans fats.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State two symptoms of type II diabetes.</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 the causes and consequences of phenylketonuria (PKU).</p>
<div class="marks">[4]</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. glucose in urine;<br>b. high blood glucose;<br>c. frequent urination / dehydration/excess thirst;<br>d. constant hunger;<br>e. weight loss;<br>f. tiredness;</p>
<div class="question_part_label">a .</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. (point) mutation of gene;<br>b. defective enzyme/phenylalanine hydroxylase (PAH);<br>c. phenylalanine/Phe not broken down to tyrosine/Tyr;<br>d. phenylalanine/Phe accumulates;<br>e. (if not treated) symptoms mental retardation/seizures;<br>f. diet free of phenylalanine/Phe to avoid symptoms;</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>Questions 2 and 3 were well answered with better candidates gaining near perfect marks.</p>
<div class="question_part_label">a .</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Questions 2 and 3 were well answered with better candidates gaining near perfect marks.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>Body mass index (BMI) is an important indicator of health. The relationship between a high BMI and percentage risk of developing type II diabetes was studied and the following data presented.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the effect of increased BMI on the risk of developing type II diabetes.</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 the risk of developing type II diabetes in men with a BMI of 33 kg m<sup>–2</sup>.</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>Determine, by indicating on the graph, the range of age-adjusted relative risk for women who are overweight but not obese.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the dietary advice that should be given to a patient who has developed type II diabetes.</p>
<div class="marks">[4]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>higher BMI increases risk of type II diabetes / risk increases as the BMI increases;<br>greater risk for women than for men / men have a lower risk than women;<br>values above 25 kg m<sup>-2</sup> increase the risk of diabetes exponentially / BMI below 25 kg m<sup>-2</sup> shows minimal risk;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>21 % (<em>allow answers in the range of 20 % to 22 %</em>)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>indicated by marks on the graph on the vertical axis or on the line of the woman 8 % to 33 % (<em>allow 1 % error at either end</em>) <br><em>Information must be indicated on the graph.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>moderate portions of food to avoid fluctuations in blood sugar levels;<br>regular mealtimes to avoid fluctuations in blood sugar levels;<br>include unrefined carbohydrates because they are more slowly absorbed; (<em>accept reverse for refined</em>)<br>include carbohydrates with a <span style="text-decoration: underline;">low glycemic index</span>; <em>(accept reverse for high)</em><br>include fibre-rich foods to slow absorption of sugar;<br>limit saturated/trans fats/cholesterol because diabetes increases risk of coronary heart disease;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>The X axis on this graph did not show linearity, which could have confused candidates.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The X axis on this graph did not show linearity, which could have confused candidates.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The X axis on this graph did not show linearity, which could have confused candidates.</p>
<p>Indicating on the graph was difficult for many.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A large number lost all marks because they did not explain the reasons for the advice and only listed some.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>A study undertaken in West Virginia, USA, shows the relationship between body mass and the probability of having hypertension or type II diabetes. The test subjects in the study were classified as normal, overweight or obese according to their body mass index (BMI).</p>
<p style="text-align: center;"><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the increased probability of an obese person having hypertension relative to someone who has normal weight.</p>
<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>Explain how the administration of a drug that stimulates the leptin receptors in the hypothalamus could help treat obesity.</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>24%</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. appetite control (centre) is located in the hypothalamus</p>
<p>b. leptin is a hormone made by fat/adipose cells</p>
<p>c. to inhibit appetite/feeling of hunger<br><em><strong>OR</strong></em><br>promotes feeling of satiety/fullness</p>
<p>d. the drug mimics the action of leptin</p>
<p>e. (reduced hunger) leads to less food intake/weight loss</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 QT interval corresponds to the time it takes for the ventricles of the heart to contract and then start to refill with blood before beginning the next contraction. Measures of QT interval were taken from 15-year-old female patients with anorexia nervosa and compared to healthy females of the same age. The body mass, heart rate and the mass of the left ventricle were also measured and the mean values are shown in the table.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the reasons that the female patients with anorexia nervosa have a lower mean ventricle mass than healthy females.</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>Suggest a reason for the difference in QT interval between females with anorexia nervosa and healthy females.</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>State the <strong>two</strong> causes of normal heart sounds.</p>
<p><img src="data:image/png;base64,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" alt></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>a. patients with anorexia nervosa do not eat sufficient food/protein/amino acids. <em>Starving = insufficient food</em></p>
<p>b. heart muscles used as an energy source</p>
<p>c. reduced body mass reduces requirement for muscle mass in ventricle</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>decreased left ventricle mass/pressure therefore more time needed to contract</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>atriaventricular/AV valve closing <span style="text-decoration: underline;">and</span> semilunar/SV valves closing</p>
<p><em>Both valves need to be addressed for the mark.</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="specification">
<p>The table shows the nutritional information for two different types of milk as it is displayed on the carton. The information in both tables is based on a 250 g serving and shows the recommended daily allowance (RDA) for each nutrient.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate how many grams of protein should be consumed each day. Working is not required.</p>
<p><img src="data:image/png;base64,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" alt></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 <strong>one</strong> function of sodium in the diet.</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>Identify, with a reason, which milk provides more energy in a 250 g serving.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest, with reasons, which milk would be recommended for someone with osteomalacia.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>50 «g»</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>water balance/osmoregulation/transmit impulses along nerves/muscle contraction/blood pressure/ sodium potassium pump/sodium-glucose cotransporter / sodium-amino acid cotransporter</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>whole milk because it contains more fat/energy</p>
<p><em>Reason is required.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. skimmed milk has more calcium so better</p>
<p>b. both milks have the same amount of vitamin D so no difference between the two.</p>
<p><em>Skimmed milk alone is worth no marks. Two reasons are required for both marks. </em></p>
<div class="question_part_label">d.</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>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline factors that can lead to an individual becoming obese.</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>Amino acid polarity is an important factor in determining the functions of proteins. Explain the importance of polar and non-polar amino acids in membrane proteins.</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>diet rich in carbohydrate/fat;<br>too much food intake / unbalanced diet / food cheap and readily available;<br>sedentary lifestyle / lack of training/exercise;<br>genetic disposition/disorder;<br>malfunction of hunger centre;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>polar amino acids are soluble/have stable interactions in water/extracellular fluid/cytoplasm;<br>non-polar amino acids are soluble/have stable interactions in the lipid bilayer;<br>polar amino acids strongly hydrophilic and non-polar amino acids are repelled by water/are hydrophobic;<br>(help to) retain protein in position in the membrane;<br>polar amino acids form hydrophilic channels/protein pores in membranes;<br>transmembrane proteins have polar amino acids on either side of the membrane;</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>There were some good answers by the majority of students, with many gaining three marks. Interestingly, few suggested a malfunction of the hunger centre, which was an acceptable alternative.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The understanding of many candidates was insufficient to answer this question, and it proved to be a good discriminator. Often students were writing about proteins rather than amino acids.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>The following are from the labels of a bag of all purpose white flour (wheat) and a bag of parboil long grain rice. Amounts shown are per serving.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using your knowledge of the energy content of nutrients, calculate the protein energy value of a serving of rice, showing the units.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare wheat flour and rice as main dietary sources of energy for humans.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b (ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Evaluate the benefits of reducing dietary cholesterol in lowering the risk of coronary heart disease.</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. energy value of 100 g protein ≈ 1720 kJ / energy value of protein ≈17 kJ/g;</p>
<p>b. 2g protein<br>energy value / ECF kJ of 100g protein<br> 34.4 kJ/ECF kJ value;<br>100g protein<br><br>Answer range 34–35 kJ/ECF kJ.<br><em>For calculation note error carried forward.</em><br><em>Units required. If no units deduct a mark and indicate in scoris U –1.</em></p>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. wheat and rice almost equivalent for energy value;<br>b. rice has only slightly less kJ/energy from fat/protein / more from carbohydrate;<br>c. considering food miles / availability may be decision factor for choice;</p>
<div class="question_part_label">b (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. dietary cholesterol correlated to blood cholesterol/fatty acids;<br>b. high blood cholesterol is an important risk factor (but not the only cause);<br>c. some cholesterol required for normal synthesis of body molecules;<br>d. genetic factors play an important role in determining cholesterol levels;<br>e. other environmental factors (smoking) play a role in determining cholesterol levels;</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>In A2 (b) the majority of candidates could perform the required calculation.</p>
<div class="question_part_label">b (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Few were able to appropriately compare wheat flour and rice as sources of energy.</p>
<div class="question_part_label">b (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In A2 (c) many candidates gave very long answers talking about the benefits of reducing cholesterol but did not connect them to heart disease.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Numerous health benefits are associated with diets that include omega-6 fatty acids and omega-3 fatty acids in a ratio between 1:1 and 4:1. When consumed in excess, omega-6 inhibits uptake of omega-3. Many people in developed countries eat large amounts of processed foods and oils, so they consume omega-6 fatty acids and omega-3 fatty acids at a ratio of between 10:1 and 25:1. Such high ratios are associated with many chronic diseases.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce with reasons which <strong>two</strong> oils would be the best sources of fatty acids for a healthy diet.</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 the meaning of the term essential when used to describe some fatty acids.</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>(i) State the name of the part of the brain where appetite is controlled.</p>
<p>(ii) State the role of the vagus nerve.</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>Canola <em><strong>AND</strong></em> flaxseed/walnut (<em>Both needed</em>)</p>
<p>Both have ratios within or close to recommended ratio</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Fatty acids which have to be obtained in the diet</p>
<p>Fatty acids which cannot be synthesized in the body</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(i) Hypothalamus (<em>Do not accept appetite control centre</em>)</p>
<p> </p>
<p>(ii) Transmit impulses from brain to gland cells «in stomach»</p>
<p>Stimulate secretion by «stomach» gland cells</p>
<p>Stimulates secretion of gastric acid</p>
<p>Example of parasympathetic response <em>eg</em>: slows heart</p>
<p>Transmit sensory information to the brain</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>Generally well answered.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Generally well answered.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Generally well answered though a role of the vagus nerve caused some confusion.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Elderly people lose bone mineral density (BMD) with age, and this is the source of many health issues, including higher risk of bone fractures. Researchers measured the change in BMD amongst elderly men considering many factors, over a period of four years. The results presented below show the difference between bone density change due solely to vitamin C intake and bone density loss considering a combination of the other factors represented by the baseline (zero). BMD was measured in the spine and at two femur (thigh bone) locations (femoral neck and trochanter) using scanner images. Daily intake of total vitamin C was categorized as high, medium or low.</p>
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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the effect of vitamin C intake on changes in bone density in the spine.</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>Compare the changes in bone density of the femoral neck with those of the spine.</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>Evaluate the evidence provided by the data that the intake of vitamin C supplements may reduce bone density loss in elderly people.</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. high (vitamin C) causes a positive change (in BMD) whereas medium/low causes negative change;<br>b. inversely proportional (for relative change);<br>c. if vitamin C intake increases, BMD increases;</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. positive change/reduced loss for femoral neck at all levels whereas only at high intake for spine;<br>b. higher values for femoral neck for each intake category;<br>c. inversely proportional for both;<br>d. no overlap between range/standard deviation / clear distinction of protective effect between femoral neck and spine (for high/all intake categories);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Implications:</em><br>a. high intake results in positive value (for all locations);<br>b. protective effect proportional to intake;</p>
<p><em>Limitations:</em><br>c. proportion of vitamin C intake from supplements / influence of other factors not stated;<br>d. only a few bone locations measured / sample size unknown / high medium and low not defined; <br><em>At least one implication and one limitation required.</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;">
<p>The data in A1 was understood by most candidates who were able to analyse the data and connect the vitamin C intake to changes in bone density.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many students failed to compare the data and only achieved one mark.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Few candidates evaluated the evidence provided. Practice of this style of question is invaluable in preparing for the examination.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Low protein diets are a widespread problem in the developing world. A low protein diet in a pregnant mother could affect a developing fetus. Other mammals are used as a biomedical model for energy metabolism and malnutrition in humans.</p>
<p>In an experiment to study the effect of protein levels in the diet, pregnant mammals were fed diets with different ratios of protein to carbohydrate:</p>
<p>• low protein : high carbohydrate (LP),</p>
<p>• adequate protein : adequate carbohydrate (AP),</p>
<p>• high protein : low carbohydrate (HP).</p>
<p>The table shows the average birth mass of the offspring and the body mass gain of the mother during the pregnancy. The concentration of several substances in the plasma of the mothers was also recorded. LDL (low density lipoprotein) is considered “bad cholesterol” and HDL (high density lipoprotein) is considered “good cholesterol”.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the substance that varies the most in the plasma of the mothers.</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>Calculate the difference between birth mass of offspring whose mothers were fed the AP diet and the HP diet.</p>
<p>. . . . . . . . . . . . . . . . . . . . . kg</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>Distinguish between LDL cholesterol and HDL cholesterol in relation to the diet.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the low birth mass of offspring born to mothers who were fed the LP diet.</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>In many societies doctors may recommend an HP diet for pregnant humans. Using the data, evaluate this recommendation.</p>
<div class="marks">[3]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>urea</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>0.20 (kg) (less weight in HP)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>LDL cholesterol increases and HDL cholesterol decreases as (proportion of) protein increases/carbohydrate decreases / <em>OWTTE</em>.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. lack of essential amino acids to form protein;<br>b. not enough protein for growth;<br>c. not enough amino acids/protein to form muscle/tissues;<br>d. low protein may affect production of enzymes;</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>(the data does not support the recommendation):</em><br>a. as HP has the highest level of plasma urea which could be toxic;<br>b. HP has a high level of LDL/bad cholesterol and a low level of HDL/good cholesterol which could lead to coronary heart disease;<br>(accept high ratio of LDL: HDL)<br>c. HP produces a high level of glucose (compared to AP) which could lead to diabetes;<br>d. HP produces a low birth weight (compared to AP) which may affect development / OWTTE;</p>
<p><em>(the data does support the recommendation):</em><br>e. the mother has a similar weight gain to AP thus avoiding health problems;</p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>N/A</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>N/A</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This required the candidates to distinguish between LDL and HDL cholesterol. Many candidates failed to refer to the data in their answers so failed to score any marks.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>N/A</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The candidates were required to evaluate an HP diet for pregnant humans. Most candidates restated the data and gave no reasons for recommendations. As this was a 3 mark question it proved costly for many candidates. The question did discriminate well.</p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>Malnutrition affects the body mass index (BMI) of mothers. The height and mass of over 7000 mothers in Ethiopia and the sex of their most recently born child was recorded. The graph shows the percentage of mothers with a BMI below 18.5 and the percentage of their most recent births that were males in 11 regions across Ethiopia.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the regions with the highest and lowest percentage of male offspring.</p>
<p>Region with highest percentage: .......................................................................<br>Region with lowest percentage: .......................................................................</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>Comment on the variation in BMI of mothers in Ethiopia.</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>Discuss whether the data supports the hypothesis that malnutrition affects the sex ratio of offspring.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> limitation of the data.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> factor that could cause malnutrition in mothers.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>highest</em>: Affar;<br><em>lowest</em>: Tigray;<br>(<em>both needed</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. evidence of high malnutrition rates / some areas with many mothers below 18.5 BMI;<br>b. large range/15– 40% range (in mothers below 18.5 BMI);<br>c. many/6 regions in the range of 20–30 % / many/5 regions in the range of 22–25 % (are below 18.5 BMI); <br>d. lowest in Addis and highest in Affar/Gambela;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. hypothesis not supported; (<em>do not award if unqualified</em>)<br>b. no clear relationship / as malnutrition (mothers below 18.5 BMI) increases, there is no clear change in percentage male offspring;<br>c. however, male birth percentage is usually higher than female (above 50 %) regardless of BMI / 9 of the regions are above/2 regions are below;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. no data about sex of the mothers’ other children;<br>b. BMI below 18.5 means individual is underweight but not necessarily malnourished;<br>c. the number of mothers sampled in each region is not known;<br>d. no comparison between town and country;<br>e. no information about age of mothers;</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>food shortages / famine / insufficient food / poor food quality / warfare / epidemics / poverty</p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Almost every candidate gave the correct answers of Affar and Tigray.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In b, even though the question was about mothers, many wrote about the sons, but also correctly commented on the large range.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In c most were able to comment that the hypothesis was not supported as there was no clear relationship.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In d many noted that there was no data about the sex of the mothers’ other children or the age of the mothers.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In e many did not relate back to the stem and remember that it was about Ethiopia, resulting in some nebulous answers about ‘lack of essential nutrients‘ etc. </p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>The diagram shows the liver. The arrows show the direction of blood flow into and out of the liver.</p>
<p><img 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" width="417" height="347"></p>
<p>[Source: © International Baccalaureate Organization 2017]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the blood vessel labelled B.</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 function of the blood vessel labelled B.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between the structure of liver sinusoids and capillaries.</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>«hepatic» <span style="text-decoration: underline;">portal vein</span></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. takes blood from intestine/spleen/pancreas/stomach to liver</p>
<p>b. carries digested food/nutrients/glucose</p>
<p>c. prevents glucose entering the general circulation</p>
<p>d. helps maintain osmotic potential of blood</p>
<p>e. allows toxins to be removed</p>
<p><strong><em>[Max 3 Marks]</em></strong></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. sinusoids have open pores/fenestrations/discontinuous endothelium and capillary endothelium is continuous/does not contain fenestrations</p>
<p>b. Kupffer cells are located inside sinusoids but not in capillaries</p>
<p>c. sinusoids larger in diameter than capillaries</p>
<p><em>Accept labelled diagrams</em></p>
<p><em><strong>[Max 2 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.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>
<br><hr><br><div class="specification">
<p>The diagram shows a cell in the lining of the stomach.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the importance of the proton pumps in the digestion of foods.</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 the use of proton pump inhibitors to treat patients complaining of stomach pain.</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. pumps protons/H<sup>+</sup> into the stomach <br><br>b. allows for the production of «hydrochloric» acid </p>
<p>c. «hydrochloric» acid accelerates digestion/activates enzymes </p>
<p>d. gives optimal pH for pepsin/enzyme digestion</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. proton pump is a «transmembrane» protein <br><br>b. proton pump inhibitors bind to the proton pump </p>
<p>c. hydrogen ions are not sent into stomach lumen <br><em><strong>OR <br></strong></em>reduction of «gastric» acid production </p>
<p>d. increase in pH of stomach </p>
<p>e. relieve symptoms of acid reflux/gastritis/ulcers</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>Within a cross-sectional study “Fit for Life” in Germany, the body mass index (BMI) of volunteers aged between 16 and 25 years was investigated. Volunteers were also interviewed about their daily exercise habits. The graphs below show the percentage of men and women who were overweight, and the percentage who exercised daily.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Measure the difference between the percentage of overweight men and the percentage of overweight women at age 20.</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 range of the body mass index (BMI) that corresponds to overweight status.</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>Compare the percentage of men and women who exercised daily.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Evaluate the hypothesis that being overweight is due to lack of exercise.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>10 (%) (<em>allow responses in the range of 9 to 11 %</em>)</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>25.0 −29.9 / above 25 and below 30 <br><em>Do not accept 30 as this is classed as obese.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>more women exercise than men;<br>both show an increase (between ages 16 to 25);<br>similar trend lines over time / slightly greater increase in women;<br>women have greater increases and decreases/greater variability while men gradually increase/stays level; <em><br>Award any one of the above marking points if shown as a valid numerical comparison.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>(</em>hypothesis is supported) as the greater percentage of men are overweight and they exercise less than women /<em> vice versa</em>;<br>(hypothesis is supported) lowest percentages of overweight ages (18 and 20) correspond with peaks of exercise;<br>(hypothesis is not supported) as even though both men and women exercise more over time the percentage overweight also increases;<br>(hypothesis is not supported) other named factor which influences being overweight; (<em>e.g. availability of cheap high energy foods / large portion sizes / increasing use of vehicles for transport / changes from active to sedentary occupations / genetics</em>)</p>
<p>BMI does not consider muscle mass/bone structure/bone density;<br>only narrow range of ages considered;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Almost all candidates read the graphs correctly to obtain the correct difference between overweight men and women.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many did not give the correct range for the BMI corresponding to overweight status, giving incorrect upper limits.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates were able to get one mark for indicating that more women exercise than men but only some were able to get a second mark.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates struggled with this question, primarily as they did not use the data to evaluate the hypothesis given. Instead of looking at how the data either supports or does not support the hypothesis, they talked in general about factors that could influence being overweight. One comment on the G2 forms indicated that it was hard to find 3 points for an answer to this when in fact the mark scheme provided 6 ways of getting the points.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> roles of hydrochloric acid in gastric juice.</p>
<p>Role 1:</p>
<p>Role 2:</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>Pancreatic juice is secreted into the pancreatic duct which carries these secretions to the small intestine.</p>
<p>The hormone secretin is released by the small intestine when hydrochloric acid enters it from the stomach. The data below show the volume of pancreatic juice released after an injection of secretin.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: left;">Pancreatic secretions contain sodium hydrogen carbonate, making them basic.</p>
<p style="text-align: left;">Deduce the significance of the response by the pancreas to secretin.</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>one</strong> cause of stomach ulcers.</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>a. activation of enzymes/protease/pepsinogen </p>
<p>b. bactericidal action / kills pathogens </p>
<p>c. hydrolysis / breakdown of food</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. secretin stimulates an increase in pancreatic secretions </p>
<p>b. pancreatic secretions are released rapidly / within 10 minutes </p>
<p>c. «NaHCO<sub>3</sub> in pancreatic secretions» neutralises stomach acid / HCI </p>
<p>d. provides optimal conditions for digestion / enzymes «in the small intestine» </p>
<p>e. by 40 minutes no more hydrochloric acid enters the small intestine</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>an infection by Helicobacter pylori / H. pylori <br><em><strong>OR</strong></em><br> overuse of NSAIDs /aspirin / ibuprofen</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>The graph below shows a normal electrocardiogram (ECG) trace.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using the letters provided, identify the parts of the ECG where the ventricle muscles are contracting.</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 what is represented by the period between the points R and R’.</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 the use of artificial pacemakers for patients with a heart condition.</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>QRS/ Q to S</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>one cardiac cycle</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. artificial pacemakers deliver electrical impulses «to heart muscle» </p>
<p>b. they maintain a regular heart rate / supplement the natural pacemaker </p>
<p>c. they sense missing heart beats and stimulate the heart<br><em><strong>OR</strong></em><br>correct malfunction of SAN / sinoatrial node </p>
<p>d. they coordinate contractions of atria and ventricles / left and right atria</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>The following nutrients are listed on a packet of dry roasted peanuts.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State which listed nutrient does not supply energy.</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>Deduce, with a reason, which listed nutrient provides the most energy per 25 g serving.</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>Outline the differences in molecular structure between the types of fat found in the peanuts.</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>fibre</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="text-decoration: underline;">monounsaturated</span> fat;<br>fats contain more energy than carbohydrates or proteins;<br>fats contain 4000 kJ per 100 g/9 kcal per 100 g;<br>more monounsaturated fat present than other fats;</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>saturated and unsaturated fats differ in number of single and double carboncarbon bonds/ratio of hydrogen to carbon atoms in fatty acid chains;<br>saturated fat – carbon atoms all joined by single bonds / have no double bonds / have no increase in number of hydrogen atoms possible;<br>monounsaturated fat – one double bond in carbon chain / could add two hydrogens in the carbon chain;<br>polyunsaturated fat – two/more double bonds in the carbon chain;<br>saturated fatty acid chains tend to be straight while mono/polyunsaturated have kinks/bends;</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 candidates were able to gain the mark for indicating that fibre does not provide energy.</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many were able not able to read the nutrient label correctly and see that monounsaturated fats provided the most energy. They incorrectly indicated that proteins did as there were more grams of protein. They did not consider that fats contain more energy than proteins.</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were often vague descriptions of the differences between saturated and unsaturated fats. Many indicated that there were double bonds but did not indicate that these were between carbon atoms. Some were confusing double and single bonds with hydrogen bonds.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>Breastfed infants with rickets sometimes have seizures due to low blood calcium levels. A study was carried out to investigate the relationship between maternal blood vitamin D levels and the incidence of these infant seizures.</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 the maternal blood vitamin D levels and the incidence of seizures.</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>Deduce the reason for rickets in these infants.</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>Identify the reason for vitamin D not being considered to be a typical vitamin.</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 the reason for some amino acids being classified as essential amino acids.</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>infants from mothers with low levels of vitamin D have an increased chance of developing seizures</p>
<p><em>Accept answers in the converse</em>.</p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>lack of vitamin D in breast milk OR lack of vitamin D leads to lack of bone mineralization/calcium uptake</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>it can be synthesized by humans «in skin»</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. they cannot be synthesized by humans </p>
<p>b. they must be present in the diet</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="specification">
<p>Vitamin C is an important component of a healthy diet. Because it is water-soluble it cannot be effectively stored and excess vitamin C is released in the urine. In order to investigate the ability of the body to retain different chemical forms of vitamin C, 17 healthy, female university students, between the ages of 18 and 22, were placed on a low vitamin C diet (< 5 mg per day) for three days. The test subjects were divided into two groups and were given an oral vitamin C loading of either ascorbic acid (176 mg) or dehydroascorbic acid (174 mg). Levels of vitamin C in the urine were measured six hours before and at regular intervals over a 24 hour period following vitamin C loading. The negative value indicates time before vitamin C loading.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the urinary vitamin C content for each of the two study groups six hours before vitamin C loading.</p>
<p> </p>
<p>Ascorbic acid: ..........................................................................................</p>
<p> </p>
<p>Dehyrdoascorbic acid: .............................................................................</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>Calculate the percentage increase in urine levels of vitamin C for the ascorbic acid study group during the first three hours after vitamin C loading.</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>Compare the trends in vitamin C release for the two test groups during the first twelve hours after vitamin C loading.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Large individual differences in the urine level of ascorbic acid and dehydroascorbic acid were recorded between test subjects after 24 hours. Suggest <strong>one</strong> possible reason for these large individual differences.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Scurvy is a disease that is due to vitamin C deficiency. Evaluate the importance of this investigation for finding ways to combat vitamin C deficiency.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Ascorbic acid</em>: 2 mg (<em>units are needed</em>)<br><em>Dehydroascorbic acid</em>: 2 mg (<em>units are needed</em>)<br><em><span style="text-decoration: underline;">Both</span> required for the mark.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>400 (%)<em> (working not required)</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>more ascorbic acid (40 mg) than dehydroascorbic acid (33 mg) is released/excreted;<br>more dehydroascorbic acid (16 mg) than ascorbic acid (10 mg) is released/excreted in the first three hours / dehydroascorbic acid peaks before ascorbic acid;<br>from six hours onwards more ascorbic acid is released than dehydroascorbic acid;<br>maximum release of dehydroascorbic acid at three hours whereas maximum release of ascorbic acid at six hours;<br>ascorbic acid release rises then falls whereas dehydroascorbic release falls (until 12 hours after loading);</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>genetic variability / differences in vitamin C metabolism / differences in vitamin C requirements / differences in levels of uptake into blood / size/weight of individuals</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>both chemical forms are released/excreted so supplements need to be given regularly;<br>using dehydroascorbic acid instead of ascorbic acid does not improve vitamin C retention / dehydroascorbic acid could be marginally better as less is excreted;<br>study only looks at young/healthy/female subjects;<br>period of vitamin C deficiency is too short / need a longer period to allow scurvy to develop;</p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates gave the correct answer, but many omitted the units, and a few simply gave the title of the horizontal axis.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>There were a lot of incorrect answers of 500%. As mentioned earlier, calculation of percentage change continues to present difficulties for many.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The majority of students managed to gain 2 marks, but again, weaker responses did not give comparative statements about the two vitamin C supplements.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Few candidates could offer a sensible reason such as size/weight of individuals, genetic variability or differences in vitamin C requirements/metabolism.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>It seems that many students did not understand the question, as many were writing about the importance of vitamin C in the fight against scurvy, with no reference to the data provided.</p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The incidence of coronary heart disease (CHD) was investigated among 14 000 people. Baseline measurements of the waist to hip ratio and body mass index (BMI) were collected from the participants. After six years, evidence of CHD was identified in follow-up interviews. The bar chart shows the results for the men only.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Deduce with a reason whether the waist to hip ratio <strong>or</strong> the BMI most clearly correlates to incidence of CHD.</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>Explain how electrical signalling in the heart leads to ventricular contraction</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Waist to hip ratio as increasing ratio shows increasing CHD incidence/increasing BMI does not</p>
<p><em>Reason required</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Cardiac muscle transmits electrical signals<br><em><strong>OR</strong></em><br>cardiac muscle is myogenic</p>
<p>SA node initiates signal</p>
<p>Signal spreads over atria</p>
<p>Reaches the AV node</p>
<p>Signal passes through bundle of His/Purkinje fibres</p>
<p>Signal delayed at AV node/bundle of His</p>
<p>Delay allows ventricles to fill «as atria contract»</p>
<p>Conducting fibers spread signal across ventricle walls</p>
<p>Ventricles contract</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>Both parts (a) and (b) were well answered.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Both parts (a) and (b) were well answered with many full mark answers explaining how electrical signalling leads to ventricular contraction.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>Iron, folic acid and vitamin B12 (cyanocobalamin) are important components of a healthy diet. These nutrients are necessary for the production of the red blood cells in the body that transport oxygen to the tissues. Deficiency of any of these nutrients can lead to anemia, a condition that causes weakness, tiredness and shortness of breath.</p>
<p>In a study of the Piaroa, a population living in a remote area of Venezuela, investigators discovered very high levels of anemia, especially amongst young children and females of childbearing age. The table below shows the incidence of anemia and deficiencies of iron, folic acid and vitamin B12 in this population, as a percentage.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the nutrient that is least likely to be deficient in a 45-year-old male in the Piaroa population.</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>Identify the age and sex of the group that suffers from the least amount of anemia in the Piaroa population.</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>Compare the data for the three nutrients in 11–20-year-old females with the data for 11–20-year-old males.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The data in the table indicates differences in the incidence of anemia between males and females. Suggest possible causes of these differences.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>iron</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>21– 40-year-old males</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>more females than males have iron deficiency (55 %/25 %);<br>very small difference / 2 % difference between males and females for vitamin B12 deficiency <span style="text-decoration: underline;">and</span> folic acid deficiency; <br><em>Allow valid numerical comparisons.</em><br><em>Accept reverse argument for first point.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>females lose blood while menstruating;<br>extra nutrients needed while pregnant;<br>extra nutrients needed while breastfeeding;<br>differences in diet/vegetarian/vegan / low ferretin levels;<br>males receive more food than females/perceived to have greater need/status;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates gave the correct answer.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The majority were able to identify the correct group of individuals.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates could state that more females than males had iron deficiency anaemia, but many did not state that there was only a very small difference between males and females for B12 deficiency <span style="text-decoration: underline;">and</span> folic acid deficiency. <br><br></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many candidates gained the two marks, but there were a lot of vague answers which did not gain credit. Students do need to try and be specific when suggesting possible answers.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The diagram shows changes in the pressure and volume of the left ventricle during normal heartbeat. The phonocardiogram records heart sounds during the cardiac cycle.</p>
<p><img 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" width="609" height="317"></p>
<p>[Source: Wiggers, Carl J. 1923. Modern Aspects of the Circulation in Health and Disease, 2nd ed. Philadelphia: Lea & Febiger, p. 97.]</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the relationship between pressure and volume in the left ventricle.</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>Explain the events that cause the sound shown on the phonocardiogram at the start of systole.</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>Outline reasons for fitting an artificial cardiac pacemaker.</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>as pressure increases volume decreases</p>
<p><em><strong>OR</strong></em></p>
<p>inverse correlation</p>
<p><em>Accept reverse argument</em></p>
<p><em>Do not accept “inversely proportional”</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. when the ventricle contracts blood presses/pressure acts on the AV valve</p>
<p>b. this closes the AV valve «which causes the sound»</p>
<p><em>The valve must be identified as the AV or atrioventricular valve</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. required when rate of heartbeat/heart contraction is too slow/irregular</p>
<p>b. produces electrical impulse that stimulates heartbeat/heart contraction</p>
<p>c. needed when SA node is defective</p>
<p><em>Accept “regulate the heartbeat” for marking point a</em></p>
<p><em><strong>[Max 2 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><div class="specification">
<p>In Australia, a study was undertaken among women to determine the vitamin D levels in their blood. Levels of vitamin D were categorized as sufficient, insufficient and deficient to determine how prevalent each category was. Three locations at three different latitudes and four different seasons were used. A data summary is shown in the graphs below.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the season when the women are least likely to suffer from vitamin D deficiency.</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>Using the data from all four seasons, identify the <strong>two</strong> locations where the patterns of vitamin D are most similar.</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>Determine what percentage of women in Geelong have insufficient vitamin D levels in winter.</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>Compare the deficiency levels of vitamin D at all three locations.</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>Location and season were found to account for only a small part of the deficiencies. Suggest, with reasons, how the behaviours of different people could influence the levels of vitamin D in their blood.</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>summer</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Geelong and (Southeast) Queensland (<em>both needed</em>)</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(40 −8) = 32% (<em>accept answers in the range of 31 % to 33 %</em>)</p>
<div class="question_part_label">a (iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>similarity</em>:<br>none of the locations are deficient in Summer;<br>Geelong and (Southeast) Queensland have similar prevalence/levels of deficiency at all times of the year;</p>
<p><em>difference</em>:<br>only Tasmania shows a deficiency in autumn;<br>Tasmania shows the highest prevalence of deficiency;<br>(Southeast) Queensland shows less prevalence/levels of deficiency overall; <br><em>To award <strong>[3]</strong>, answers must address at least one similarity and one difference.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>diets rich in vitamin D could raise vitamin D levels; (<em>vice versa</em>)<br>use of sunscreen/staying out of the sun/hats/clothing can reduce the production of vitamin D by the skin; (<em>vice versa</em>)<br>use of dietary supplements containing vitamin D can reduce deficiency levels;</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>N/A</p>
<div class="question_part_label">a (i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>N/A</p>
<div class="question_part_label">a (ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>N/A</p>
<div class="question_part_label">a (iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The data in A1 was well understood by most candidates who were able to compare the data in A1 (b).</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The data in A1 was well understood by most candidates who were able to compare the data in A1 (b) and suggest behaviours to influence their levels of vitamin D. Many candidates gave only one behaviour, thereby denying themselves the opportunity for a second mark. Most explained that people could expose themselves to more or less sunlight but few discussed dietary supplements.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Rickets, caused by a defective vitamin D receptor (VDR), can be prevented by high calcium intake. A series of experiments were performed to test this. The results are shown in the graphs. Graph A shows the change in blood calcium levels after calcium administration in normal mice with and without addition of vitamin D. It also shows the change in blood calcium levels in mutant mice, which lack the vitamin D receptor. Graph B shows the change in blood calcium levels after calcium administration in normal mice after being subjected to one week of low, medium and high calcium diets.</p>
<p><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the change in blood calcium levels in normal mice 10 minutes after the administration of calcium, with and without the addition of vitamin D.</p>
<p>With vitamin D:</p>
<p> </p>
<p>Without vitamin D:</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>Compare the changes in blood calcium levels in normal mice and in mutant mice after the administration of calcium.</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, using graph B, the changes in blood calcium levels for the mice with different diets.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss whether the scientists were able to support their hypothesis that rickets caused by the defective vitamin D receptor can be prevented by the intake of large amounts of calcium.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>with vitamin D:</em> (from 0.0 to) 1.7 μmol <em>(units required – allow answers in the range of 1.65 to 1.75 μmol)</em></p>
<p><em>without vitamin D:</em> (from 0.0 to) 1.1 μmol <em>(units required – allow answers in the range of 1.05 to 1.15 μmol) </em></p>
<p><em>Both needed to award the mark</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. both increase with time;</p>
<p>b. normal mice have a greater increase in blood calcium levels than mutant mice (after ten minutes);</p>
<p>c. normal mice have a maximum change of 1.1 μmol while mutant mice have a maximum change of 0.6 μmol;</p>
<p>d. mutant mice show gradual increase while normal mice show rapid increase followed by a plateau;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. mice with low calcium diets have a greater increase in blood calcium levels (after calcium administration) because their body absorbs more calcium;</p>
<p>b. if they have had a high calcium diet they do not need to absorb so much calcium / <em>vice versa</em>;</p>
<p>c. probably receptors are all occupied/inhibited / less receptors;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. hypothesis supported as blood calcium levels increased in mutant mice after intake of calcium (graph A);</p>
<p>b. but less than in normal mice / perhaps not enough to cure disease/rickets;</p>
<p>c. administering vitamin D also shows an increase in blood calcium levels (graph A);</p>
<p>d. but no good administering vitamin D as the receptor is defective;</p>
<p>e. in a high calcium diet, less absorption occurs (graph B), so might not be the solution;</p>
<p>f. should have tested mutant mice with different diets;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates read the graphs correctly to obtain the correct numerical values but a surprising number lost marks for not including units.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most candidates were able to get two marks for recognizing that although both mutant and normal mice showed an increase in calcium levels over time, the normal mice had a greater increase which was rapid and then plateaued while the mutant mice had a more gradual increase. Candidates need to be careful that when they answer a compare question, that they actually compare the two items requested rather than simply describe each.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates struggled with this question as they did not “explain” the changes in blood calcium levels; they simply stated what was in the graph. Those who did attempt an explanation, understood that the mice with a low calcium diet would need to absorb more calcium and therefore the increase in blood calcium levels would be more. Very few commented on that fact that receptors were involved in some way.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates also struggled with this question. Stronger candidates were able to get two marks for the support of the hypothesis shown in graph A or that it was not supported as shown in the lower absorption of calcium in high calcium diets in graph B. No candidates commented on the idea that that the investigation did not test mutant mice on different diets.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p align="LEFT">Nationally representative data was collected on body mass index (BMI) from 1985 to 2004.</p>
<p align="LEFT">The graph shows overweight and obesity patterns in adult males and females from seven countries.</p>
<p align="LEFT"><img src="data:image/png;base64,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" alt></p>
<p> </p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State which country has the lowest total percentage of overweight and obese adults.</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>Distinguish between the levels of male obesity and female obesity.</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>Compare the overweight and obesity patterns in Australia and Morocco.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>two </strong>possible reasons for the differences in BMI from the reported countries.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>Indonesia</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. higher percentage of obese females (compared to males);</p>
<p>b. greatest difference is in Morocco/Brazil;</p>
<p>c. least difference (between obese males and females) is in China/UK;</p>
<p><em>Accept numerical distinctions.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. higher total percentage of overweight/obese in Australia (compared to Morocco);</p>
<p>b. Australia has more overweight/obese males than females and Morocco has more overweight/obese females than males / <em>vice versa</em>;</p>
<p>c. less difference between male and female obesity in Australia than Morocco / <em>vice versa</em>;</p>
<p>d. more overweight than obese in both Australia and Morocco;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. different availability/poverty/costs of inexpensive high-energy/high fat/high sugar foods;</p>
<p>b. portion sizes / availability of away-from-home food/fast food;</p>
<p>c. different levels of activity / sedentary lifestyle;</p>
<p>d. cultural differences;</p>
<p>e. nutritional education;</p>
<p>f. genetic/inherited differences;</p>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p align="LEFT"> Overall, the candidates performed well in the interpretation of the data though a few could not read the stacked bar chart.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p align="LEFT"> Overall, the candidates performed well in the interpretation of the data though a few could not read the stacked bar chart.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p align="LEFT"> Weaker candidates were unsure whether to compare overweight and obesity or Australia and Morocco.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question">
<p>The diagram below shows the liver and main vessels associated with it.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: left;">Suggest advantages of the blood supply from the pancreas passing directly into the liver.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>a. the liver can respond quickly to hormones made by the pancreas </p>
<p>b. the pancreas secretes insulin / glucagon into the blood «traveling directly to the liver» </p>
<p>c. «the hormones released by the pancreas» stimulate the liver to store / release glucose </p>
<p>d. allows rapid regulation of blood glucose levels</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The liver’s unique blood supply and system of ducts allow proper functioning of its hepatocytes and Kupffer cells. These cells are found throughout the liver in functional units called liver lobules. The image shows a cross section of the blood and bile paths in a liver lobule.</p>
<p><img 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" alt></p>
<p>Label the structures I, II, III and IV.</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 functions of hepatocytes that involve changing the chemical composition of the plasma.</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><em>I</em>: Portal venule (<em>Do not accept portal vein in place of venule</em>)<br><em>II</em>: Kupffer cell <br><em>III</em>: «Hepatic» sinusoid <br><em>IV</em>: Hepatocyte/hepatic cell</p>
<p><em>Award<strong> [1]</strong> for any two correctly labelled</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Can store or release glucose <br><em><strong>OR</strong></em><br>regulate nutrient levels</p>
<p>Can remove toxins from/detoxify blood</p>
<p>Produce plasma proteins</p>
<p>Synthesis of cholesterol/phospholipids/bile salts</p>
<p>(<em>Do not accept functions of Kupffer cells</em> (<em>eg: breaking down red blood cells</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>Discriminated well. Few candidates recognised structure I as a venule.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Discriminated well. The better candidates successfully outlined functions of hepatocytes.</p>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>The micrograph shows a section through the human liver.</p>
<p style="text-align: center;"><img 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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The cell labelled X is only found in the liver and is associated with the wall of a sinusoid.</p>
<p>(i) Identify cell X.</p>
<p>(ii) Outline the function of cell X. <br> </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>Explain the importance of bilirubin in the onset of jaundice.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>(i) Kupffer cell<em> <br></em></p>
<p> </p>
<p>(ii)</p>
<p>a. they are macrophages/phagocytes</p>
<p>b. break down red blood cells</p>
<p>c. separates heme (group) from (protein) globin chain</p>
<p><em>There is no ECF here.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. «jaundice is» a yellowish pigmentation of the skin/whites of eyes</p>
<p>b. caused by high levels of bilirubin in blood/tissues</p>
<p><em>Simply stating “caused by high levels of bilirubin” is not enough for marking point b. However “tissues” may be implied as part of the answer to marking point a.</em></p>
<p>c. comes from breakdown of red blood cells</p>
<p>d. results from the breakdown of the heme group of hemoglobin</p>
<p>e. released into blood when excess is produced</p>
<p>f. released into blood when bile ducts blocked</p>
<p>g. normally excreted with bile</p>
<p>h. jaundice is often seen in liver disease such as hepatitis/liver cancer/chronic alcoholism/cirrhosis<br><strong><em>OR</em></strong><br>newborn/neonatal jaundice «due to immature liver»</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>The diagram shows the use of a sphygmomanometer in the measurement of blood pressure.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">Identify the systolic pressure and diastolic pressure for this adult male.</p>
<p style="text-align: left;">Systolic pressure (mm Hg):</p>
<p style="text-align: left;">Diastolic pressure (mm Hg):</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>Explain the meaning of systolic and diastolic pressure.</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>The photomicrograph shows cardiac muscle. Label the structures I and II.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;"> </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>systolic: 115 </p>
<p>diastolic: 77 «mmHg»</p>
<p><em>Both needed for the mark</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. «systolic/diastolic» pressure is the force of blood on arteries <br><br>b. systolic pressure is measured when the ventricle contracts<br><em><strong>OR</strong></em><br>systolic pressure is when blood is being pumped out of the heart </p>
<p>c. diastolic pressure is measured when the ventricles are filled with blood<br><em><strong>OR</strong></em><br>heart is at rest/relaxed</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>I</em>: nucleus <br><br><em>II</em>: intercalated disc</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>