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<h2>HL Paper 3</h2><div class="specification">
<p>The graph shows the ventilation rate and tidal volume of a well-trained runner during exercise on a treadmill. The tidal volume is the volume of air being moved in and out of the lungs in each breath.</p>
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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the apparatus used to measure the tidal volume.</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 total volume of air inhaled during one minute during the highest velocity of the treadmill in this test, giving the units.</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 and contrast the effect of increasing treadmill speed on the ventilation rate and tidal volume in this runner.</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>spirometer</p>
<div class="question_part_label">a .</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. tidal volume x ventilation rate<br><em><strong>OR</strong></em><br>litres breath<sup>-1</sup> × breath min<sup>-1</sup> </p>
<p>b. 186 L (min<sup>-1</sup>)</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. both ventilation rate and tidal volume increase with increase in treadmill speed/ intensity of exercise </p>
<p>b. at low treadmill speed/below 14.2 km h<sup>-1</sup>, the tidal volume increases more steeply than ventilation rate<br><em><strong>OR</strong></em><br>at high treadmill speed, ventilation rate increases more steeply than tidal volume<br><em><strong>OR</strong></em><br>tidal volume plateaus while ventilation rate does not</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>Measurements of the lung capacity of a student were recorded using a spirometer and displayed with a data logger. Initially the student was at rest, then changed to carrying out strenuous exercise. The results are displayed in the graph.</p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the ventilation rate at rest, giving the units.</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 changes in ventilation after 35 seconds.</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>Suggest how the total lung volume at rest would differ for a patient with emphysema.</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>Outline the function of pneumocytes in the lungs.</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>12 breaths per minute/6 litres per minute ✔</p>
<p> </p>
<p><em>Accept answers from 11 to 12 breaths per minute.</em></p>
<p><em>Accept answers from 5.5 to 6 litres per minute.</em></p>
<p><em>Answer must include breaths or litres and a standard unit of time.</em></p>
<p><em>Correct:</em><br><em>eg: 12 breaths / minute</em><br><em>eg: 0.1 L sec<sup>–1</sup> or 6 L min<sup>–1</sup></em></p>
<p><em>Incorrect:</em><br><em>eg: but 12 breaths = 0 marks</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. the volume of air per breath increases<br><em><strong>OR</strong></em><br>the volume of each breath reaches a maximum/levels off<br><em><strong>OR</strong></em><br>frequency of ventilation/breaths per minute increases ✔</p>
<p>b. exercise increases «rate of cellular» respiration/energy use/blood CO<sub>2</sub>/acidity ✔</p>
<p>c. exercise causes increased demand for oxygen/removal of carbon dioxide ✔</p>
<p>d. maximum rate/depth of ventilation is determined by the capacity of the student ✔</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«total resting lung volume» would be greater ✔</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. type I pneumocytes carry out gas exchange ✔ <br><em>OWTTE</em><br><br>b. type II pneumocytes secrete surfactant/fluid <em>OWTTE</em><br><em><strong>OR</strong></em><br>type II pneumocytes create a moist surface inside the alveoli<br><em><strong>OR</strong></em><br>type II pneumocytes reduce surface tension between alveoli<br><em><strong>OR</strong></em><br>type II pneumocytes prevent the sides of the alveolus adhering to each other ✔</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>
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