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</div><h2>HL Paper 3</h2><div class="question">
<p class="p1">Outline a mechanism used to transport products of digestion from the lumen of the ileum into the blood.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>facilitated diffusion;</p>
<p>substance moves from high to low concentration/ down concentration gradient;</p>
<p>protein channels needed;</p>
<p>does not require ATP/energy / passive;</p>
<p>valid example; <em>(eg amino acids / glucose / fructose / water soluble vitamins)</em></p>
<p><strong><em>or</em></strong></p>
<p>active transport;</p>
<p>substance moves from low to high concentration / against concentration gradient;</p>
<p>membrane pumps needed / Na/K pump, \({\text{C}}{{\text{a}}^{ +&nbsp; + }}\);</p>
<p>ATP/energy required;</p>
<p>valid example; <em>(eg amino acids / glucose / mineral irons / iron)</em></p>
<p><strong><em>or</em></strong></p>
<p>endocytosis/pinocytosis;</p>
<p>droplets of intestinal fluid surrounded by membrane;</p>
<p>forms vesicle;</p>
<p>vesicles are released inside villus cell;</p>
<p>valid example; <em>(eg fat soluble vitamins)</em></p>
<p><em>Accept appropriate diagram.</em></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">There were good answers, but many answered "microvilli" and/or couldn't label the longitudinal muscles. Most gained all marks about the transport mechanisms, but many seemed to not have understood the question and discussed movement through the digestive tract. Outlining the role of membrane-bound enzymes was difficult, and the marks were gained mainly for examples only.</p>
</div>
<br><hr><br><div class="specification">
<p>Antibiotics are sometimes given orally to poultry to prevent disease that may lead to reduced growth. Antibiotic resistance of bacteria from turkeys and chickens bred for meat and from egg laying hens was measured.</p>
<p>Excrement was collected and <em>Escherichia coli</em> bacteria were isolated. These bacteria were tested for resistance to a range of antibiotics and the results are shown below.</p>
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" alt></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the percentage risk of bacteria becoming resistant to more than five kinds of antibiotics in turkeys and egg laying hens.</p>
<p>Turkeys:</p>
<p>&nbsp;</p>
<p>Egg laying hens:</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 incidence of drug resistance in bacteria from chickens and egg laying hens.</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 the hypothesis that giving antibiotics increases antibiotic resistance in poultry bacteria.</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 how antibiotic-resistant bacteria are passed from animals to humans.</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>Outline the mechanism of the action of antibiotics.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the mechanism of the action of antibiotics.</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>turkeys:</em> 33/32.6/32.56 %</p>
<p><em>egg laying hens:</em> 0 %</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. none of the egg laying hens have bacteria resistant to 5 or more antibiotics while (10) chickens have bacteria resistant to 5 or more antibiotics;</p>
<p>b. 13/65 % of the egg laying hens have no resistant bacteria while 9/20 % of the chickens have no resistant bacteria;</p>
<p>c. both have approximately same percentage/number of <em>E. coli</em> resistant to 1 or 3 antibiotics;</p>
<p>d. egg laying hens have less incidence of antibiotic-resistant bacteria than chickens;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. hypothesis supported for poultry raised for meat but not for egg-laying;</p>
<p>b. turkeys and chickens always have bacteria resistant to more antibiotics than egg laying hens;</p>
<p>c. antibiotic-resistant bacteria are still found in egg laying hens even though antibiotics are rarely given;</p>
<p>d. antibiotic-resistant strains (of bacteria) may have arisen by other means/other than by poultry being given oral antibiotics;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>from fecal matter to man handling the chickens / by accidental hand to mouth contact / contaminated dust / eating raw meat;</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. inhibition of synthesis of walls;</p>
<p>b. inhibition of protein synthesis;</p>
<p>c. inhibition of nucleic acid synthesis;</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. inhibition of synthesis of walls;</p>
<p>b. inhibition of protein synthesis;</p>
<p>c. inhibition of nucleic acid synthesis;</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 could calculate the percentages correctly, but demonstrated a total lack of understanding of the data. There was quite a bit of confusion about the poultry being resistant to bacteria rather than the bacteria found in the poultry being drug resistant.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many could calculate the percentages correctly, but demonstrated a total lack of understanding of the data. There was quite a bit of confusion about the poultry being resistant to bacteria rather than the bacteria found in the poultry being drug resistant.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many could calculate the percentages correctly, but demonstrated a total lack of understanding of the data. There was quite a bit of confusion about the poultry being resistant to bacteria rather than the bacteria found in the poultry being drug resistant.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many could calculate the percentages correctly, but demonstrated a total lack of understanding of the data. There was quite a bit of confusion about the poultry being resistant to bacteria rather than the bacteria found in the poultry being drug resistant.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many could calculate the percentages correctly, but demonstrated a total lack of understanding of the data. There was quite a bit of confusion about the poultry being resistant to bacteria rather than the bacteria found in the poultry being drug resistant.</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many could calculate the percentages correctly, but demonstrated a total lack of understanding of the data. There was quite a bit of confusion about the poultry being resistant to bacteria rather than the bacteria found in the poultry being drug resistant.</p>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>In a long-term study carried out in New Zealand, 9-year-old children were tested for asthma by checking if they had difficulty in breathing (wheezing). The children were then re-tested periodically until they were 26 years old. In addition, a measure was made of how well the lungs functioned by calculating the maximum volume of air exhaled in one second (VE1) as a percentage of the maximum volume of air inhaled (VI). The graph shows the lung function for males and females with or without asthma.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>&nbsp;</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the relationship between asthma and lung function.</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 change in lung function of females with asthma between the ages of&nbsp; 11 and 26.</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 26-year-old males and females.</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>Explain how the units used to measure lung function are useful in showing if a person suffers from asthma.</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>(children) with asthma have lower lung function / (children) without asthma have higher lung function</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>7 % (<em>units needed</em>) (<em>accept answers in the range of 6 % to 8 %</em>)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. female lung function higher than male;<br>b. males and females <span style="text-decoration: underline;">both</span> better (lung function) without asthma;<br>c. males with asthma have a greater reduction in lung function / greater difference between males and females with asthma than without asthma;</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. asthma causes constriction/congestion/inflammation of the airways/breathing tubes/bronchi/bronchioles;<br>b. units measure ability to <span style="text-decoration: underline;">exhale</span> quickly/efficiently which could indicate asthma;</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>Answers to questions (a) to (c) were relatively good.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Answers to questions (a) to (c) were relatively good.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Answers to questions (a) to (c) were relatively good.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates were not very clear about the symptoms of asthma and the use of the units in (d), but nevertheless many gained some marks. They were not able to relate the description of the units in the background information to the physiological effects of asthma. Some have the misconception that the bronchioles contract as muscles, or that asthma is due to a problem with gas exchange. Many thought that people breathe out less than they breathe in, and so asthma sufferers had a less efficient gas exchange.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the parts of the brain indicated on the diagram below.</p>
<p><img src="data:image/png;base64,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" alt></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 unconscious control of the heart rate.</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>Describe different aspects of the processing of visual stimuli.</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>I. cerebral hemisphere / cerebrum;<br>II. hypothalamus;<br>III. cerebellum;<br>IV. <span style="text-decoration: underline;">medulla oblongata</span>; <br><em>Award [1] for any two of the above.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>heart can contract without nervous stimulation/myogenic contractions;<br>SA node is pacemaker/generates heart beat/initiates each cardiac cycle;<br>epinephrine/adrenalin speeds up the heart rate;<br>autonomic/sympathetic and parasympathetic nervous system control;<br>sympathetic speeds up heart rate;<br>parasympathetic/vagus nerve slows heart rate (back to normal/resting rate);</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>edge enhancement is greater perception at edges of light/dark areas;<br>caused by processing in two types of ganglion cell in retina;</p>
<p>contralateral is processing left field of view in right side of brain / <em>vice versa</em>;<br>cross over between left and right sides in the optic chiasma;</p>
<p>convergence is combining impulses from groups of (rod/cone) cells;<br>done by bipolar cells in retina;</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>Part (a) was straightforward for well prepared candidates.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>In part (b) candidates were expected to base their answer on assessment statement E5.4 and outline the roles of the sympathetic and parasympathetic nervous systems. Some candidates failed to distinguish between the control of the heart rate by these parts of the autonomic nervous system and the stimulation of the heart beat by the sino-atrial node.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Part (c) was answered in great detail by the best prepared candidates, who described edge enhancement, contralateral processing and convergence. There was some misunderstanding of contralateral processing, with candidates suggesting that all stimuli perceived by an eye are processed by the opposite side of the brain, rather than each side of the brain processing stimuli from the same half of the visual field in both eyes.&nbsp;&nbsp;</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br>