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<h2>SL Paper 3</h2><div class="specification">
<p><span class="fontstyle0">There has been significant growth in the use of carbon nanotubes, CNT.</span></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span class="fontstyle0">Explain these properties of carbon nanotubes.</span></p>
<p><span class="fontstyle0"><img src="data:image/png;base64,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" width="671" height="222"></span></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><span class="fontstyle0">Alloying metals changes their properties. Suggest </span><span class="fontstyle2"><strong>one</strong> </span><span class="fontstyle0">property of magnesium that could be improved by making a magnesium–CNT alloy.</span></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><span class="fontstyle0">Pure magnesium needed for making alloys can be obtained by electrolysis of molten magnesium chloride.</span></p>
<p><span class="fontstyle0"><img style="display: block;margin-left:auto;margin-right:auto;" 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"></span></p>
<p style="text-align: center;"><span class="fontstyle0"> © International Baccalaureate Organization 2020.<br> </span></p>
<p><span class="fontstyle0">Write the half-equations for the reactions occurring in this electrolysis.</span></p>
<p><span class="fontstyle0"><img src="data:image/png;base64,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" width="661" height="225"></span></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><span class="fontstyle0">Calculate the theoretical mass of magnesium obtained if a current of <math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><mn>3</mn><mo>.</mo><mn>00</mn><mo> </mo><mi mathvariant="normal">A</mi></math> is used for <math xmlns="http://www.w3.org/1998/Math/MathML"><mn>10</mn><mo>.</mo><mn>0</mn></math> hours. Use charge <math xmlns="http://www.w3.org/1998/Math/MathML"><mo>(</mo><mi>Q</mi><mo>)</mo><mo>=</mo><mi>c</mi><mi>u</mi><mi>r</mi><mi>r</mi><mi>e</mi><mi>n</mi><mi>t</mi><mo>(</mo><mi>I</mi><mo> </mo><mo>)</mo><mo>×</mo><mi>t</mi><mi>i</mi><mi>m</mi><mi>e</mi><mo>(</mo><mi>t</mi><mo> </mo><mo>)</mo></math></span><span class="fontstyle0"> and section 2 of the data booklet</span></p>
<div class="marks">[3]</div>
<div class="question_part_label">b(iii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span class="fontstyle0">Suggest a gas which should be continuously passed over the molten magnesium in the electrolytic cell.</span></p>
<div class="marks">[1]</div>
<div class="question_part_label">b(iv).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span class="fontstyle0">Zeolites can be used as catalysts in the manufacture of CNT. Explain, with reference to their structure, the high selectivity of zeolites.</span></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><span class="fontstyle0">Experiments have been done to explore the nematic liquid crystal behaviour of CNT. Justify how CNT molecules could be classified as </span><strong><span class="fontstyle2">nematic</span></strong><span class="fontstyle0">.</span></p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p><span style="background-color: #ffffff;">Physical properties of elements vary according to atomic number. Sections 6 to 9 of the data booklet list some of these properties.</span></p>
<p><span style="background-color: #ffffff;"><img style="margin-right: auto; margin-left: auto; display: block;" 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" width="753" height="519"></span></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span style="background-color: #ffffff;">Deduce, giving a reason, the group of elements in the periodic table most likely to undergo sublimation.</span></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><span style="background-color: #ffffff;">Describe the density trend across periods 4 and 5 of the periodic table.</span></p>
<p><span style="background-color: #ffffff;"><img style="margin-right:auto;margin-left:auto;display: block;" 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" width="710" height="300"></span></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><span style="background-color: #ffffff;">Suggest, with a reason, whether the lanthanoids or actinoids of the f-block would have the higher density.</span></p>
<div class="marks">[1]</div>
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span style="background-color: #ffffff;">Compare the ease of oxidation of s-block and d-block metals to their melting points <strong>and</strong> densities. Use section 25 of the data booklet.</span></p>
<div class="marks">[2]</div>
<div class="question_part_label">b(iii).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span style="background-color: #ffffff;">Sketch how the first ionization energies of elements vary with their atomic radius.</span></p>
<p><span style="background-color: #ffffff;"><img style="margin-right:auto;margin-left:auto;display: block;" 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" width="300" height="272"></span></p>
<p> </p>
<div class="marks">[1]</div>
<div class="question_part_label">b(iv).</div>
</div>
<br><hr><br>