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<h2>HL Paper 3</h2><div class="specification">
<p>The structures of morphine, diamorphine and codeine are given in section 37 of the data booklet.</p>
</div>
<div class="specification">
<p>Methadone is used to treat heroin addiction. <sup>1</sup>H NMR spectroscopy can be used to study its structure.</p>
<p style="text-align: center;"><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Predict the number of different hydrogen environments in the molecule ignoring the benzene rings.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Predict the chemical shift and the splitting pattern seen for the hydrogens on the carbon atom circled in the diagram. Use section 27 of the data booklet.</p>
<p><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">c.ii.</div>
</div>
<br><hr><br><div class="specification">
<p>Ethanol can be detected by a variety of instruments.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Fuel cells use an electrochemical process to determine the concentration of ethanol.</p>
<p>Formulate the overall equation for this process.</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>Predict the chemical shifts and integration for each signal in the <sup>1</sup>H NMR spectrum for ethanol using section 27 of the data booklet.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question">
<p><span style="background-color: #ffffff;">X-ray crystallography of a metal crystal produces a diffraction pattern of bright spots.</span></p>
<p><span style="background-color: #ffffff;"><img style="margin-right:auto;margin-left:auto;display: block;" 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" width="392" height="305"></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">Using X-rays of wavelength 1.54 × 10<sup>−10</sup> m, the first bright spots were produced at an angle θ of 22.3° from the centre.</span></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">Calculate the separation between planes of atoms in the lattice, in meters, using section 1 of the data booklet.</span></span></p>
</div>
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