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</div><h2>HL Paper 3</h2><div class="specification">
<p><img src="data:image/png;base64,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" width="563" height="269"></p>
<p> </p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline what happens when spinach extract is spotted on a TLC plate and placed into a container of solvent.</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 what the<em> R<sub>f</sub></em> values represent in chromatography.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> photosynthetic pigments that could be identified using chromatography.</p>
<p> </p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Mean annual chlorophyll concentration was measured in surface water of Narragansett Bay along the Atlantic coast of the USA, from 1971 to 2006. Field data of chlorophyll concentrations are shown below.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest a hypothesis for the trend in the graph.</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>Mesocosm experiments using water from Narragansett Bay were completed in the laboratory during a six month period. Discuss advantages and limitations of carrying out mesocosm investigations.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>The rate of hydrolysis of fish proteins using the enzymes papain and pancreatin was monitored using the apparatus shown. The pH decreased with the progress of hydrolysis, so alkali in the burette was added as necessary in order for the hydrolysis to proceed at constant pH. The rate of protein hydrolysis was measured as the amount of alkali added. Measurements were taken at constant conditions of temperature and pH for two enzyme concentrations, 1 % and 0.1 %.</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>State the effect of enzyme concentration on the hydrolysis of proteins.</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>Sketch on the graph the curve expected if the hydrolysis were performed using papain 0.5 %.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain what would happen to fish protein hydrolysis if no alkali were added to the reaction vessel.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br>