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<h2>SL Paper 3</h2><div class="specification">
<p>In order to provide safe drinking water, a water supply is often treated with disinfectants, which aim to inactivate disease-causing bacteria in the water.</p>
<p>To compare the effectiveness of different disinfectants, a <strong>CT value</strong> is used as a measure of the dosage of disinfectant needed to achieve a certain level of inactivation of specific bacteria.</p>
<p style="text-align: center;">CT value (mg min dm<sup>−3</sup>) = C (mg dm<sup>−3</sup>) concentration of disinfectant × T (min) contact time with water</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The table below compares the CT values of different disinfectants necessary to achieve 99% inactivation of two types of bacteria, listed as <strong>A</strong> and <strong>B</strong>.</p>
<p><img src="data:image/png;base64,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"></p>
<p>(i) Deduce the oxidation state of chlorine in the following disinfectants.</p>
<p><img src="data:image/png;base64,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"></p>
<p>(ii) From the data on CT values, justify the statement that bacterium <strong>B</strong> is generally more resistant to disinfection than bacterium <strong>A</strong>.</p>
<p>(iii) CT values can be used to determine whether a particular treatment process is adequate. Calculate the CT value, in mg min dm<sup>−3</sup>, when 1.50 × 10<sup>−5</sup> g dm<sup>−3</sup> of chlorine dioxide is added to a water supply with a contact time of 9.82 minutes.</p>
<p>(iv) From your answer to (a) (iii) and the data in the table, comment on whether this treatment will be sufficient to inactivate 99% of bacterium <strong>A</strong>.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>CT values are influenced by temperature and by pH. The table below shows the CT values for chlorine needed to achieve 99% inactivation of a specific bacterium at stated values of pH and temperature.</p>
<p><img 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"></p>
<p>(i) With reference to the temperature data in the table, suggest why it may be more difficult to treat water effectively with chlorine in cold climates.</p>
<p>(ii) Sketch a graph on the axes below to show how the CT value (at any temperature) varies with pH.</p>
<p><img src="data:image/png;base64,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"></p>
<p>(iii) Comment on the relative CT values at pH 6.0 and pH 9.0 at each temperature.</p>
<p>(iv) Chlorine reacts with water as follows:</p>
<p>Cl<sub>2</sub> (g) + H<sub>2</sub>O (l) <span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext=" \rightleftharpoons ">
  <mo stretchy="false">⇌</mo>
</math></span> HOCl (aq) + HCl (aq)</p>
<p>HOCl (aq) <span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext=" \rightleftharpoons ">
  <mo stretchy="false">⇌</mo>
</math></span> OCl<sup>−</sup> (aq) + H<sup>+</sup> (aq)</p>
<p>Predict how the concentrations of each of the species HOCl (aq) and OCl<sup>−</sup> (aq) will change if the pH of the disinfected water increases.</p>
<p><img src="data:image/png;base64,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"></p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Despite widespread improvements in the provision of safe drinking water, the sale of bottled water has increased dramatically in recent years. State one problem caused by this trend.</p>
<div class="marks">[1]</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</p>
<p><em>HOCl:</em> +1<br><em><strong>AND <br></strong>ClO<sub>2</sub>:</em> +4</p>
<p><em>Accept “I” and “IV” but <strong>not</strong> “1+/1” and “4+/4” notations.</em></p>
<p> </p>
<p>ii</p>
<p>«most» CT values are higher for «bacterium» B<br><em><strong>OR<br></strong></em>«generally» higher dosage needed for «bacterium» B </p>
<p><em>Accept converse arguments. Accept “concentration” for “dosage”</em></p>
<p> </p>
<p>iii</p>
<p>«CT = 1.50 × 10<sup>–5</sup> × 10<sup>3</sup> mg dm<sup>–3</sup> × 9.82 min =» 1.47 × 10<sup>–1</sup> «mg min dm<sup>–3</sup>»</p>
<p> </p>
<p>iv</p>
<p>lower than CT value/minimum dosage/1.8 × 10<sup>–1</sup> «mg min dm<sup>–3</sup>»<br><em><strong>AND<br></strong></em>no/insufficient</p>
<p><em>Accept “concentration” for “dosage”.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>i</p>
<p>higher CT value at lower temperature<br><em><strong>OR <br></strong></em>higher dosage «of chlorine» needed at low temperature</p>
<p><em>Accept “effectiveness decreases at lower temperature”. <br>Accept “concentration” for “dosage”.<br>Accept converse arguments.</em></p>
<p> </p>
<p>ii</p>
<p>labeled axes ( <em>y</em>: CT and <em>x</em>: pH)<br><em><strong>AND <br></strong></em>curve with increasing gradient </p>
<p><em>Do <strong>not</strong> accept axes the wrong way round.<br>Accept a linear sketch.</em></p>
<p> </p>
<p>iii</p>
<p>values at pH 9.0 approximately 3 times values at pH 6.0<br><em><strong>OR<br></strong></em>increase in CT values in same ratio </p>
<p><em>The exact ratio is 2.9 times<br></em><em>Do <strong>not</strong> accept just “increase in value”.</em></p>
<p> </p>
<p>iv</p>
<p>[HOCl] decreases <em><strong>AND</strong></em> [OCl<sup>−</sup>] increases</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>plastic disposal/pollution<br><em><strong>OR<br></strong></em>plastic bottles use up petroleum/non-renewable raw material<br><em><strong>OR<br></strong></em>chemicals in plastic bottle can contaminate water<br><em><strong>OR<br></strong></em>«prolonged» storage in plastic can cause contamination of water<br><em><strong>OR<br></strong></em>plastic water bottles sometimes reused without proper hygiene considerations</p>
<p><em>Accept other valid answers. <br>Accept economic considerations such as “greater production costs”, “greater transport costs” or “bottled water more expensive than tap water”</em></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>A class was determining the concentration of aqueous sodium hydroxide by titrating it with&nbsp;hydrochloric acid, whilst monitoring the pH of the solution. The sodium hydroxide solution was&nbsp;added into a glass beaker from a measuring cylinder and the hydrochloric acid added using a&nbsp;burette. One group of students accidentally used a temperature probe rather than a pH probe.&nbsp;Their results are given below.</p>
<p>Volume of aqueous NaOH = 25.0 ± 0.5 cm<sup>3</sup></p>
<p>Concentration of HCl = 1.00 ± 0.01 mol dm<sup>−3</sup></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 percentage uncertainty of the volume of the aqueous sodium hydroxide.</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>Suggest how the precision of this measurement could be improved.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>«<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\frac{{0.5}}{{25.0}} \times 100">
  <mfrac>
    <mrow>
      <mn>0.5</mn>
    </mrow>
    <mrow>
      <mn>25.0</mn>
    </mrow>
  </mfrac>
  <mo>×</mo>
  <mn>100</mn>
</math></span>» =&nbsp;2 «%»</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>pipette/pipet «rather than a measuring cylinder»</p>
<p>&nbsp;</p>
<p><em>Accept “using a burette/buret”.</em></p>
<p><em>Accept “using a volumetric/measuring&nbsp;flask”.</em></p>
<p><em>Do <strong>not</strong> accept “use of a more precise&nbsp;measuring cylinder”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">b.</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>
<br><hr><br><div class="specification">
<p>Solubility plays an important role in the bioavailability of drugs in the body.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest why aspirin is <strong>slightly</strong> soluble in water. Refer to section 37 of the data booklet.</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>Formulate an equation for the conversion of aspirin to a more water soluble derivative.</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>A student prepares aspirin from salicylic acid in the laboratory, extracts it from the reaction mixture, ensures the sample is dry and determines its melting point.</p>
<p><img 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"></p>
<p>Suggest why the melting point of the student’s sample is lower and not sharp compared to that of pure aspirin.</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>Organic molecules can be characterized using infrared (IR) spectroscopy.</p>
<p>Compare and contrast the infrared peaks above 1500 cm<sup>−1</sup> in pure samples of aspirin and salicylic acid using section 26 of the data booklet.</p>
<p><img 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"></p>
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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The pharmaceutical industry is one of the largest producers of waste solvents.</p>
<p>State a green solution to the problem of organic solvent waste.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>presence of «large» benzene/arene ring <em><strong>AND</strong></em> non-polar/hydrophobic<br><em><strong>OR</strong></em><br>presence of «large» benzene/arene ring <em><strong>AND</strong></em> cannot form H-bond with water</p>
<p>contain COOH/carboxyl/–OH/hydroxyl «and ester group» <em><strong>AND</strong></em> polar/hydrophilic<br><em><strong>OR</strong></em><br>contain COOH/carboxyl/–OH/hydroxyl «and ester group» <em><strong>AND</strong></em> can form H-bonds with water</p>
<p> </p>
<p><em>Accept “phenyl” for “benzene ring”.</em></p>
<p><em>Accept "carboxylic acid" for "carboxyl".</em></p>
<p><em>Do <strong>not</strong> accept "alcohol" for "hydroxyl".</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img 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"></p>
<p><em><strong>OR</strong></em><br>C<sub>6</sub>H<sub>4</sub>(OCOCH<sub>3</sub>)COOH + NaOH → C<sub>6</sub>H<sub>4</sub>(OCOCH<sub>3</sub>)COONa + H<sub>2</sub>O</p>
<p> </p>
<p><em>Charges (O<sup>–</sup> and Na<sup>+</sup>) not necessary to score the mark.</em></p>
<p><em>Accept net ionic equation.</em></p>
<p><em>Accept any strong base in place of NaOH.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«student’s» sample impure</p>
<p>lattice disrupted/not uniform «due to presence of impurities»<br><em><strong>OR</strong></em><br>fewer interparticle/intermolecular forces «due to presence of impurities»</p>
<p> </p>
<p><em>Accept converse arguments.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>One similarity:</em><br>peak at 2500–3000 «cm<sup>–1</sup>»/peak due to O–H/hydroxyl in carboxylic acids<br><em><strong>OR</strong></em><br>peak at 1700–1750 «cm<sup>–1</sup>»/peak due to C=O/carbonyl<br><em><strong>OR</strong></em><br>peak at 2850–3090 «cm<sup>–1</sup>»/peak due to C–H of arene</p>
<p><em>One difference:</em><br>peak at 3200–3600 «cm<sup>–1</sup>» in salicylic acid/ peak due to O–H in phenol in salicylic acid<br><em><strong>OR</strong></em><br>«two» peaks at 1700–1750 «cm<sup>–1</sup>» in aspirin <em><strong>AND</strong></em> one peak «in the same area» in salicylic acid</p>
<p> </p>
<p><em>Accept “peak at 1600 cm<sup>–1</sup> for arene/benzene ring” – not in the data booklet.</em></p>
<p><em>Accept “2500–3600 cm<sup>–1</sup> «overlapping absorptions of two O–H» in salicylic acid”.</em></p>
<p><em>Accept “stronger/broader/split peak at 1700–1750 cm<sup>–1</sup> in aspirin”.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«use of» alternative solvents such as supercritical/liquid CO<sub>2</sub><br><em><strong>OR</strong></em><br>use of water «as solvent»<br><em><strong>OR</strong></em><br>solvent-free reactions «for example, polymerization of propene»<br><em><strong>OR</strong></em><br>solid-state chemistry<br><em><strong>OR</strong></em><br>recycle «waste» solvents<br><em><strong>OR</strong></em><br>catalysis that leads to better/higher yield<br><em><strong>OR</strong></em><br>reducing number of steps</p>
<p> </p>
<p><em>Do <strong>not</strong> accept political/regulatory solutions.</em></p>
<p><em>“catalysis” not sufficient for mark.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">e.</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>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p><span class="fontstyle0">In order to determine the oil content of different types of potato crisps (chips), a student weighed <math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><mn>5</mn><mo>.</mo><mn>00</mn><mo> </mo><mi mathvariant="normal">g</mi></math> of crushed crisps and mixed them with <math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><mn>20</mn><mo>.</mo><mn>0</mn><mo> </mo><msup><mi>cm</mi><mn>3</mn></msup></math></span><span class="fontstyle0">&nbsp;</span><span class="fontstyle0">of non-polar solvent.</span></p>
<p><span class="fontstyle0">She assumed all the oil in the crisps dissolved in the solvent.</span></p>
<p><span class="fontstyle0">The student then filtered the mixture to remove any solids, and gently heated the solution on a hot plate to evaporate the solvent.</span></p>
<p><span class="fontstyle0">She measured the mass of the oil that remained from each type of crisps</span> </p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span class="fontstyle0">Suggest why a non-polar solvent was needed.</span></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><span class="fontstyle0">State one reason why the mixture was not heated strongly.</span></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><span class="fontstyle0">Non-polar solvents can be toxic. Suggest a modification to the experiment which allows the evaporated solvent to be collected.</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">Suggest one source of error in the experiment, excluding faulty apparatus and human error, that would lead to the following:</span></p>
<p><img src="data:image/png;base64,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" width="672" height="275"></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>oil is non-polar «and dissolves best in non-polar solvents» <br><em><strong>OR</strong></em> <br>oil does not dissolve in polar solvents ✔</p>
<p><em>Do <strong>not</strong> accept “like dissolves like” only.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>solvent/oil is flammable<br><em><strong>OR</strong></em><br>solvent/oil must be kept below its flash point<br><em><strong>OR</strong></em><br>oxidation/decomposition of oil<br><em><strong>OR</strong></em><br>mixture has a low boiling point ✔</p>
<p><em>Accept “to prevent evaporation of oil”.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>distillation «instead of evaporation» ✔</p>
<p><em>Accept “pass vapour through a condenser and collect liquid”.</em></p>
<p><em>Do <strong>not</strong> accept “condensation” without experimental details.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Experimental mass greater than actual mass of oil in crisps:</em><br>other substances «in the crisps» are soluble in the solvent<br><em><strong>OR</strong></em><br>not all the solvent evaporates ✔</p>
<p><em>Experimental mass less than actual mass of oil in crisps:</em><br>not all oil dissolved/extracted ✔</p>
<p><em>Accept “oil evaporated” <strong>OR</strong> “oil burned/decomposed” <strong>OR</strong> “oil absorbed by the filter” <strong>OR</strong> “assumption «all oil dissolved» was wrong” for M2.</em></p>
<p><em>Do <strong>not</strong> accept examples of human errors <strong>OR</strong> faulty apparatus.</em></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>A well answered question where replies used all the alternatives provided. Very few candidates limited their answer to "like dissolves like" and while this expression was used most student elaborated with&nbsp;higher quality answer. Some common incorrect responses included students talking about dissolving the&nbsp;crisps (chips) or indicating the oil was a polar compound.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Another correctly answered question. As accepted by notes many candidates scored by stating "to prevent evaporation of oil". This resulted in the same argument scoring twice as often used for 1d as well.&nbsp;Some students incorrectly indicated the problem was to prevent the evaporation of the solvent which was&nbsp;the point of this step in the experiment. This could indicate a general lack of understanding of&nbsp;experimental methods.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A bit disappointing as the number of correct answers were substantially lower than expected. Many&nbsp;students responded using a fume hood or other method to remove the solvent. Once again this indicates&nbsp;a general misunderstanding about experimental methods.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Even weak candidates scored at least one point and often both. One common pitfall was to invert the&nbsp;arguments or provide answers excluded by the stem. A frequent incorrect answer was identification of&nbsp;faulty apparatus and human error which was specifically excluded in the question.</p>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>A class was determining the concentration of aqueous sodium hydroxide by titrating it with&nbsp;hydrochloric acid, whilst monitoring the pH of the solution. The sodium hydroxide solution was&nbsp;added into a glass beaker from a measuring cylinder and the hydrochloric acid added using a&nbsp;burette. One group of students accidentally used a temperature probe rather than a pH probe.&nbsp;Their results are given below.</p>
<p>Volume of aqueous NaOH = 25.0 ± 0.5 cm<sup>3</sup></p>
<p>Concentration of HCl = 1.00 ± 0.01 mol dm<sup>−3</sup></p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="question">
<p>Suggest how the end point of the titration might be estimated from the graph.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>volume «found by extrapolation of the two best fit lines» required to give the&nbsp;highest temperature<br><em><strong>OR</strong></em><br>extrapolate «two best fit» lines to the point where they meet</p>
<p>&nbsp;</p>
<p><em>Accept “where lines through the points&nbsp;meet”.</em></p>
<p><em>Accept “at maximum temperature”.</em></p>
<p><em>Accept “at 35 cm<sup>3</sup> of HCl”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="specification">
<p>A class was determining the concentration of aqueous sodium hydroxide by titrating it with&nbsp;hydrochloric acid, whilst monitoring the pH of the solution. The sodium hydroxide solution was&nbsp;added into a glass beaker from a measuring cylinder and the hydrochloric acid added using a&nbsp;burette. One group of students accidentally used a temperature probe rather than a pH probe.&nbsp;Their results are given below.</p>
<p>Volume of aqueous NaOH = 25.0 ± 0.5 cm<sup>3</sup></p>
<p>Concentration of HCl = 1.00 ± 0.01 mol dm<sup>−3</sup></p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="specification">
<p>The graph of temperature against titre can be used to calculate the concentration of&nbsp;alkali without knowing the concentration of the hydrochloric acid, using the enthalpy of&nbsp;neutralization.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how the concentration may be calculated in this way.</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>Heat losses would make this method less accurate than the pH probe method. Outline&nbsp;why the thermometric method would always give a lower, not a higher, concentration.</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 heat loss could be reduced.</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>State <strong>one</strong> other assumption that is usually made in the calculation of the heat produced.</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>Suggest why scientists often make assumptions that do not correspond to reality.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline why the thermochemical method would not be appropriate for 0.001 mol<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\,">
  <mspace width="thinmathspace"></mspace>
</math></span>dm<sup>−3</sup>&nbsp;hydrochloric acid and aqueous sodium hydroxide of a similar concentration.</p>
<div class="marks">[1]</div>
<div class="question_part_label">f.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>heat change/evolved can be calculated from the «maximum» temperature increase and the mass of solution<br><em><strong>OR</strong></em><br><em>q</em> = <em>mc</em>Δ<em>T</em></p>
<p>heat «evolved» gives the number of moles «of both acid and alkali present when neutralisation occurs»<br><em><strong>OR</strong></em><br><span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="n = \frac{q}{{\Delta {H_{neut}}}}">
  <mi>n</mi>
  <mo>=</mo>
  <mfrac>
    <mi>q</mi>
    <mrow>
      <mi mathvariant="normal">Δ</mi>
      <mrow>
        <msub>
          <mi>H</mi>
          <mrow>
            <mi>n</mi>
            <mi>e</mi>
            <mi>u</mi>
            <mi>t</mi>
          </mrow>
        </msub>
      </mrow>
    </mrow>
  </mfrac>
</math></span></p>
<p>volume «of acid and the volume of alkali required to just neutralise each other» can be used to calculate the concentration«s of both»<br><em><strong>OR</strong></em><br><span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\left[ {{\text{NaOH}}} \right] = \frac{n}{V}">
  <mrow>
    <mo>[</mo>
    <mrow>
      <mrow>
        <mtext>NaOH</mtext>
      </mrow>
    </mrow>
    <mo>]</mo>
  </mrow>
  <mo>=</mo>
  <mfrac>
    <mi>n</mi>
    <mi>V</mi>
  </mfrac>
</math></span></p>
<p><em><strong>[2 marks]</strong></em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>smaller temperature increase/Δ<em>T</em><br><em><strong>OR</strong></em><br>heat released would «appear to» be less</p>
<p>amount of substance/n calculated is smaller</p>
<p><em><strong>[2 marks]</strong></em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>using «expanded» polystyrene cup<br><em><strong>OR</strong></em><br>insulating beaker<br><em><strong>OR</strong></em><br>putting a lid on beaker</p>
<p>&nbsp;</p>
<p><em>Do <strong>not</strong> accept calorimeter by itself.</em></p>
<p><em>Accept any other reasonable&nbsp;suggestion.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«specific» heat capacity of the beaker/container/thermometer is ignored<br><em><strong>OR</strong></em><br>density of the solutions is assumed as 1.00 g<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\,">
  <mspace width="thinmathspace"></mspace>
</math></span>cm<sup>–3</sup>/same as water<br><em><strong>OR</strong></em><br>specific heat capacity of the solutions is assumed as 4.18 J g<sup>–1</sup><span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\,">
  <mspace width="thinmathspace"></mspace>
</math></span>K<sup>–1</sup>/same as&nbsp;water</p>
<p>&nbsp;</p>
<p><em>Accept “reaction goes to completion”.</em></p>
<p><em>Accept “reaction is conducted under&nbsp;standard conditions”.</em></p>
<p><em>Accept “no evaporation occurs”.</em></p>
<p><em>Accept any other relevant valid&nbsp;assumption.</em></p>
<p><em>Do <strong>not</strong> accept “heat is not released&nbsp;from other reactions”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>allows simple theories to be applied to real life situations<br><em><strong>OR</strong></em><br>enables us to start to understand complex situations<br><em><strong>OR</strong></em><br>gives answers that are accurate to the required order of magnitude<br><em><strong>OR</strong></em><br>simplifies the calculations involved</p>
<p>&nbsp;</p>
<p><em>Do <strong>not</strong> accept “to simplify the situation”&nbsp;without further detail.</em></p>
<p><em>Accept “errors do not have a major&nbsp;impact on the results”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>temperature rise would be too small «to be accurately measured»</p>
<p>&nbsp;</p>
<p><em>Accept “heat released would be too&nbsp;small «to be accurately measured»”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">f.</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>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.</div>
</div>
<br><hr><br><div class="specification">
<p>Medicines have a variety of different effects on the body and act at the molecular level.</p>
</div>

<div class="specification">
<p>Morphine and codeine are strong analgesics. Their structures are given in section 37&nbsp;of the data booklet.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Dose response curves are determined for each drug.</p>
<p><img src="images/Schermafbeelding_2017-09-25_om_13.15.24.png" alt="M17/4/CHEMI/SP3/ENG/TZ1/XX"></p>
<p>Outline the significance of range “a”.</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>Suggest the type of reaction used to convert morphine to codeine.</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>State and explain the action of opiates as painkillers.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>«measures» therapeutic window/margin «of a drug»<br><em><strong>OR</strong></em><br>range of doses that produce a therapeutic effect without causing toxic effects</p>
<p> </p>
<p><em>Accept “difference between ED<sub>50</sub>/minimum effective/therapeutic dose «for 50% of population» <strong>AND</strong> TD<sub>50</sub> /toxic dose «for 50% of population»”.</em></p>
<p><em>Do <strong>not</strong> accept “therapeutic index”.</em></p>
<p><em>Do <strong>not</strong> accept “lethal/fatal dose” as this is not LD<sub>50</sub>.</em></p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«nucleophilic» substitution/S<sub>N</sub></p>
<p> </p>
<p><em>Accept “methylation”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>work directly on opioid/pain receptors «in brain»</p>
<p>suppress pain impulses in brain/CNS</p>
<p>resemble endorphins/enkephalins/natural chemical painkillers «produced in the brain and spinal cord»</p>
<p> </p>
<p><em>Do <strong>not</strong> award mark for “resemble hormones”.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">b.ii.</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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="specification">
<p>There is a link between world energy consumption and carbon dioxide production.</p>
</div>

<div class="specification">
<p>Climate induced changes in the ocean can be studied using measurements such as&nbsp;the Atmospheric Potential Oxygen (APO). Trends in APO concentration from two&nbsp;stations, one in each hemisphere, are shown below.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p>Trends in atmospheric potential oxygen (APO) based on monthly averages between&nbsp;1990 and 2010.</p>
<p style="text-align: center;">[Source: www.ioos.noaa.gov]</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The following graph represents world energy consumption by type for the years 1988–2013.</p>
<p><img src="data:image/png;base64,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"></p>
<p>Estimate the percentage of energy consumption which did <strong>not</strong> directly produce CO<sub>2</sub> in 2013.</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>O<sub>2</sub> is consumed in producing CO<sub>2</sub> for electricity generation. The graph shows the relationship between the world’s electricity generation and CO<sub>2</sub> production between 1994 and 2013.</p>
<p><img 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"></p>
<p>Calculate the mass, in million tonnes, of oxygen gas ultimately found in CO<sub>2</sub> which is consumed in generating 18<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\,">
  <mspace width="thinmathspace"></mspace>
</math></span>000 terawatts of electricity using the equation given for the best fit line. Give your answer to 2 significant figures.</p>
<p>Assume coal is the only energy source.</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>The equilibrium expression for O<sub>2</sub> exchange between the atmosphere and ocean is O<sub>2</sub>(g) <span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext=" \rightleftharpoons ">
  <mo stretchy="false">⇌</mo>
</math></span> O<sub>2</sub>(aq). Identify <strong>one</strong> factor which shifts the equilibrium to the right.</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>Factors such as photosynthesis and respiration are excluded so that APO is influenced by oceanic changes only. Suggest why the seasonal cycles from Alert station and Cape Grim observatory are different.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The change in APO O<sub>2</sub>/N<sub>2</sub> ratio, per meg, is measured relative to an O<sub>2</sub>/N<sub>2</sub> reference.</p>
<p><span class="mjpage mjpage__block"><math xmlns="http://www.w3.org/1998/Math/MathML" display="block" alttext="\Delta {\text{(}}{{\text{O}}_{\text{2}}}{\text{/}}{{\text{N}}_{\text{2}}}{\text{)}} = \left( {\frac{{{{({{\text{O}}_2}/{{\text{N}}_2})}_{{\text{sample}}}}}}{{{{({{\text{O}}_2}/{{\text{N}}_2})}_{{\text{reference}}}}}} - 1} \right) \times {10^6}">
  <mi mathvariant="normal">Δ</mi>
  <mrow>
    <mtext>(</mtext>
  </mrow>
  <mrow>
    <msub>
      <mrow>
        <mtext>O</mtext>
      </mrow>
      <mrow>
        <mtext>2</mtext>
      </mrow>
    </msub>
  </mrow>
  <mrow>
    <mtext>/</mtext>
  </mrow>
  <mrow>
    <msub>
      <mrow>
        <mtext>N</mtext>
      </mrow>
      <mrow>
        <mtext>2</mtext>
      </mrow>
    </msub>
  </mrow>
  <mrow>
    <mtext>)</mtext>
  </mrow>
  <mo>=</mo>
  <mrow>
    <mo>(</mo>
    <mrow>
      <mfrac>
        <mrow>
          <mrow>
            <msub>
              <mrow>
                <mo stretchy="false">(</mo>
                <mrow>
                  <msub>
                    <mrow>
                      <mtext>O</mtext>
                    </mrow>
                    <mn>2</mn>
                  </msub>
                </mrow>
                <mrow>
                  <mo>/</mo>
                </mrow>
                <mrow>
                  <msub>
                    <mrow>
                      <mtext>N</mtext>
                    </mrow>
                    <mn>2</mn>
                  </msub>
                </mrow>
                <mo stretchy="false">)</mo>
              </mrow>
              <mrow>
                <mrow>
                  <mtext>sample</mtext>
                </mrow>
              </mrow>
            </msub>
          </mrow>
        </mrow>
        <mrow>
          <mrow>
            <msub>
              <mrow>
                <mo stretchy="false">(</mo>
                <mrow>
                  <msub>
                    <mrow>
                      <mtext>O</mtext>
                    </mrow>
                    <mn>2</mn>
                  </msub>
                </mrow>
                <mrow>
                  <mo>/</mo>
                </mrow>
                <mrow>
                  <msub>
                    <mrow>
                      <mtext>N</mtext>
                    </mrow>
                    <mn>2</mn>
                  </msub>
                </mrow>
                <mo stretchy="false">)</mo>
              </mrow>
              <mrow>
                <mrow>
                  <mtext>reference</mtext>
                </mrow>
              </mrow>
            </msub>
          </mrow>
        </mrow>
      </mfrac>
      <mo>−</mo>
      <mn>1</mn>
    </mrow>
    <mo>)</mo>
  </mrow>
  <mo>×</mo>
  <mrow>
    <msup>
      <mn>10</mn>
      <mn>6</mn>
    </msup>
  </mrow>
</math></span></p>
<p>Calculate the APO Δ(O<sub>2</sub>/N<sub>2</sub>) value for an oxygen concentration of 209<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\,">
  <mspace width="thinmathspace"></mspace>
</math></span>400 ppm assuming that any change in N<sub>2</sub> concentration is negligible. Reference values for O<sub>2</sub> and N<sub>2</sub> are 209 460 and 790 190 ppm respectively.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest a reason for the general negative gradient of the APO curve given in (c).</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.iv.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>«<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\frac{{\sum {({\text{renewables}} + {\text{hydroelectricity}} + {\text{nuclear)}}} }}{{{\text{total}}}}">
  <mfrac>
    <mrow>
      <mo>∑</mo>
      <mrow>
        <mo stretchy="false">(</mo>
        <mrow>
          <mtext>renewables</mtext>
        </mrow>
        <mo>+</mo>
        <mrow>
          <mtext>hydroelectricity</mtext>
        </mrow>
        <mo>+</mo>
        <mrow>
          <mtext>nuclear)</mtext>
        </mrow>
      </mrow>
    </mrow>
    <mrow>
      <mrow>
        <mtext>total</mtext>
      </mrow>
    </mrow>
  </mfrac>
</math></span>»</p>
<p>«<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\left( {\frac{{8800 - 7200}}{{12600}}} \right) \times 100 = ">
  <mrow>
    <mo>(</mo>
    <mrow>
      <mfrac>
        <mrow>
          <mn>8800</mn>
          <mo>−</mo>
          <mn>7200</mn>
        </mrow>
        <mrow>
          <mn>12600</mn>
        </mrow>
      </mfrac>
    </mrow>
    <mo>)</mo>
  </mrow>
  <mo>×</mo>
  <mn>100</mn>
  <mo>=</mo>
</math></span>» 13 «%»</p>
<p> </p>
<p><em>Accept range of “11–16%”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«18000 = 0.54<em>x</em> – 2000»<br><em>x</em> = 37037 «million tonnes of CO<sub>2</sub>»<br>«<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\frac{{32.00}}{{44.01}}">
  <mfrac>
    <mrow>
      <mn>32.00</mn>
    </mrow>
    <mrow>
      <mn>44.01</mn>
    </mrow>
  </mfrac>
</math></span> x 37037 = 26930»<br>27000/2.7 x 10<sup>4</sup> «million tonnes of O<sub>2</sub>»</p>
<p> </p>
<p><em>Accept “37000 «million tonnes of CO<sub>2</sub>»” for M1.</em></p>
<p><em>Award <strong>[2]</strong> for correct final answer with two significant figures.</em></p>
<p><em>Award <strong>[1]</strong> for non rounded answers in range 26903–26936 «million tonnes of O<sub>2</sub>».</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>increase in «atmospheric» pressure<br><em><strong>OR</strong></em><br>increase in [O<sub>2</sub>(g)]/concentration of O<sub>2</sub>(g)<br><em><strong>OR</strong></em><br>decrease in [O<sub>2</sub>(aq)]/concentration of O<sub>2</sub>(aq)<br><em><strong>OR</strong></em><br>decrease in temperature</p>
<p> </p>
<p><em>Accept “increase in volume of oceans «due to polar ice cap melting»” <strong>OR </strong>“consumption of O<sub>2</sub> in oceans/O<sub>2</sub>(aq)</em><br><em>«by living organisms»”.</em></p>
<p><em>State symbols required for oxygen concentration.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>summer in one station while winter in other<br><em><strong>OR</strong></em><br>stations are at different latitudes</p>
<p>oxygen dissolves better in colder water</p>
<p> </p>
<p><em>Accept “opposite seasons «in each hemisphere»”.</em></p>
<p><em>Do <strong>not</strong> accept “different locations with different temperatures” <strong>OR</strong> “stations are in different hemispheres”.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="{\text{(}}\frac{{209400}}{{209460}} - 1{\text{)}} \times {10^6}">
  <mrow>
    <mtext>(</mtext>
  </mrow>
  <mfrac>
    <mrow>
      <mn>209400</mn>
    </mrow>
    <mrow>
      <mn>209460</mn>
    </mrow>
  </mfrac>
  <mo>−</mo>
  <mn>1</mn>
  <mrow>
    <mtext>)</mtext>
  </mrow>
  <mo>×</mo>
  <mrow>
    <msup>
      <mn>10</mn>
      <mn>6</mn>
    </msup>
  </mrow>
</math></span> =» − 286.5 «per meg»</p>
<p> </p>
<p><em>The nitrogen cancels so is not needed in the calculation.</em></p>
<p><em>Negative sign required for mark.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">c.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>decrease in [O<sub>2</sub>]/concentration of O<sub>2</sub><br><em><strong>OR</strong></em><br>increasing combustion of fossil fuels «consumes more O<sub>2</sub> so [O<sub>2</sub>]/concentration of O<sub>2</sub> decreases»<br><em><strong>OR</strong></em><br>warmer oceans/seas/water «as oxygen dissolves better in colder water»<br><em><strong>OR</strong></em><br>deforestation</p>
<p> </p>
<p><em>Accept “decrease in level of O<sub>2</sub>”.</em></p>
<p><em>Accept "increasing CO<sub>2</sub> production «consumes more O<sub>2</sub> so [O<sub>2</sub>]/concentration of O<sub>2</sub> decreases»".</em></p>
<p><em>Do <strong>not</strong> accept “decrease in amount of O<sub>2</sub>” <strong>OR</strong> “increase in greenhouse gases”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">c.iv.</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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.iii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.iv.</div>
</div>
<br><hr><br><div class="specification">
<p>Sodium chloride, NaCl, can be spread on icy roads to lower the freezing point of water.</p>
<p>The diagram shows the effects of temperature and percentage by mass of NaCl on the&nbsp;composition of a mixture of NaCl and H<sub>2</sub>O.</p>
<p><img src="data:image/png;base64,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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate the lowest freezing point of water that can be reached by adding sodium chloride.</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>Estimate the percentage by mass of NaCl dissolved in a saturated sodium chloride solution at +10 ºC.</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>Calculate the percentage of water by mass in the NaCl•2H<sub>2</sub>O crystals. Use the data&nbsp;from section 6 of the data booklet and give your answer to two decimal places.</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 a concern about spreading sodium chloride on roads.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>–21 «ºC»</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img 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"></p>
<p>28 «%»</p>
<p><em>Accept any specific answer in the range 27 to 29 «%».</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>M</em><sub>r</sub>&nbsp;= 94.48</p>
<p>«<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="2\frac{{\left( {1.01 \times 2 + 16.00} \right)}}{{94.48}} \times 100 = ">
  <mn>2</mn>
  <mfrac>
    <mrow>
      <mrow>
        <mo>(</mo>
        <mrow>
          <mn>1.01</mn>
          <mo>×</mo>
          <mn>2</mn>
          <mo>+</mo>
          <mn>16.00</mn>
        </mrow>
        <mo>)</mo>
      </mrow>
    </mrow>
    <mrow>
      <mn>94.48</mn>
    </mrow>
  </mfrac>
  <mo>×</mo>
  <mn>100</mn>
  <mo>=</mo>
</math></span>» 38.15 «%»</p>
<p><em>Award M2 only if answer is to 2 decimal&nbsp;places.</em></p>
<p><em>Award <strong>[2]</strong> for correct final answer.</em></p>
<p><em>Award <strong>[1 max]</strong> for 38.10 %.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>rust/corrosion «of cars and bridges»<br><em><strong>OR</strong></em><br>waste of important raw material<br><em><strong>OR</strong></em><br>soil/water salination/pollution «from run off»<br><em><strong>OR</strong></em><br>erosion of/damage to the road surface<br><em><strong>OR</strong></em><br>specific example of damage to the ecosystem<br><em><strong>OR</strong></em><br>«outdoor» temperatures may go below effective levels for NaCl «to lower freezing&nbsp;point» so NaCl could be wasted<br><em><strong>OR</strong></em><br>roads can refreeze causing hazards</p>
<p><em>Do <strong>not</strong> accept “tyre damage”.</em></p>
<p><em>Do <strong>not</strong> accept “economic issues” <strong>OR&nbsp;</strong>“environmental issues” unless specified&nbsp;(eg accept “increase in costs for local councils road budgets” but <strong>not</strong> “cost”&nbsp;alone).</em></p>
<p><em>Do <strong>not</strong> accept “makes roads more slippery”.</em></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>
<br><hr><br><div class="specification">
<p>Disposable plastic lighters contain butane gas. In order to determine the molar mass of&nbsp;butane, the gas can be collected over water as illustrated 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>List the data the student would need to collect in this experiment.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain why this experiment might give a low result for the molar mass of butane.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> improvement to the investigation.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>mass/<em>m</em> of lighter before <em><strong>AND</strong> </em>after the experiment</p>
<p>volume of gas/<em>V</em><sub>gas</sub> «collected in the cylinder»</p>
<p>«ambient» pressure/<em>P</em> «of the room»</p>
<p>temperature/<em>T</em></p>
<p> </p>
<p><em>Accept “change in mass of lighter”.</em></p>
<p><em>Accept “weight” for “mass”.</em></p>
<p><em>Do <strong>not</strong> accept just “mass of lighter/gas”.</em></p>
<p><em>Accept “volume of water displaced”.</em></p>
<p><em>Do <strong>not</strong> accept “amount” for “volume” or “mass”.</em></p>
<p><strong><em>[4 marks]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Any two of:</em></p>
<p>pressure of gas not equalized with atmospheric/room pressure</p>
<p>too large a recorded volume «of gas produces a lower value for molar mass of butane»<br><em><strong>OR</strong></em><br>cylinder tilted</p>
<p>difficult to dry lighter «after experiment»<br><em><strong>OR</strong></em><br>higher mass of lighter due to moisture<br><em><strong>OR</strong></em><br>smaller change in mass but same volume «produces lower value for molar mass of butane»</p>
<p>using degrees Celcius/°C instead of Kelvin/K for temperature</p>
<p> </p>
<p><em>Accept “vapour pressure of water not accounted for” <strong>OR </strong>“incorrect vapour pressure of water used” <strong>OR </strong>“air bubbles trapped in cylinder”. Do <strong>not</strong> accept “gas/bubbles escaping «the cylinder»” or other results leading to a larger molar mass.</em></p>
<p><em>Accept “lighter might contain mixture of propane and butane”.</em></p>
<p><em>Do <strong>not</strong> accept only “human errors” <strong>OR </strong>“faulty equipment” (without a clear explanation given for each) or “mistakes in calculations”.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>record vapour pressure of water «at that temperature»<br><em><strong>OR</strong></em><br>equalize pressure of gas in cylinder with atmospheric/room pressure<br><em><strong>OR</strong></em><br>tap cylinder before experiment «to dislodge trapped air»<br><em><strong>OR</strong></em><br>collect gas using a «gas» syringe/eudiometer/narrower/more precise graduated tube<br><em><strong>OR</strong></em><br>collect gas through tubing «so lighter does not get wet»<br><em><strong>OR</strong></em><br>dry lighter «before and after experiment»<br><em><strong>OR</strong></em><br>hold «measuring» cylinder vertical<br><em><strong>OR</strong></em><br>commence experiment with cylinder filled with water</p>
<p> </p>
<p><em>Accept “adjust cylinder «up or down» to ensure water level inside cylinder matches level outside”.</em></p>
<p><em>Accept “repeat experiment/readings «to eliminate random errors»”.</em></p>
<p><em>Accept “use pure butane gas”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">b.ii.</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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="specification">
<p>Infrared (IR) spectroscopy is often used for the identification of polymers, such as PETE, for&nbsp;recycling.</p>
</div>

<div class="specification">
<p>LDPE and high density polyethene (HDPE) have very similar IR spectra even though&nbsp;they have rather different structures and physical properties.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Below are the IR spectra of two plastics (<strong>A</strong> and <strong>B</strong>); one is PETE, the other is low density polyethene (LDPE).</p>
<p><img src="data:image/png;base64,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"></p>
<p>Deduce, giving your reasons, the identity and resin identification code (RIC) of <strong>A</strong> and <strong>B </strong>using sections 26 and 30 of the data booklet.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxAAAAFJCAYAAAAL58vrAAAgAElEQVR4Ae3dDYhdZ5kH8OckJS4ao6yKzk1Zi6atC61oM7jIgsRUM6BmNzSaxY9YTVm24CchdZrQgpBixYRCMUL96K3bZMUWU7TdspvRDFG6LkiSLVokmY0SpXaEDaUds0so5J7lzkw+OjM3yZu5N859319hmJmb555znt/73Dvn3/tV1XVdh/8IECBAgAABAgQIECBwCQKLLqFGCQECBAgQIECAAAECBCYFqojwCIRhIECAAAECBAgQIEDgggJnnrh0VfuHqqrizAUXvJZ/JECAAAECBAgQIECgKIGZWcFTmIpafs0SIECAAAECBAgQmJ+AADE/P9cmQIAAAQIECBAgUJSAAFHUcmuWAAECBAgQIECAwPwEBIj5+bk2AQIECBAgQIAAgaIEBIiilluzBAgQIECAAAECBOYnIEDMz8+1CRAgQIAAAQIECBQlIEAUtdyaJUCAAAECBAgQIDA/AQFifn6uTYAAAQIECBAgQKAoAQGiqOXWLAECBAgQIECAAIH5CQgQ8/NzbQIECBAgQIAAAQJFCQgQRS23ZgkQIECAAAECBAjMT0CAmJ+faxMgQIAAAQIECBAoSkCAKGq5NUuAAAECBAgQIEBgfgICxPz8XJsAAQIECBAgQIBAUQICRFHLrVkCBAgQIECAAAEC8xMQIObn59oECBAgQIAAAQIEihIQIIpabs0SIECAAAECBAgQmJ+AADE/P9cmQIAAAQIECBAgUJSAAFHUcmuWAAECBAgQIECAwPwE+j9AtI5Ec6gRVVVNfjWGR2PikkxOxOjw4Nnrnbn+2e+NW2Pnj8fi5NltnYqx5oaoqg3RHDt19tKpHyZibPSR2Hnrjee2177+Dw7E2MnWjFq/EiBAgAABAgQIEOhfgb4PEK1jP49HRsbPrsD41x6IH8w6wT/7z7N/GNga+188HXVdn/f1YhzdtTyeXLM+vvDY7+KCEeDkkXhs+CNx/fbD8YbPj8Tpye2cjj8d+FjEE5+L69feH4eEiNnuLiFAgAABAgQIEOhLgT4PEKfi2FP/HiMRMbB5V3xr0w0R8VQ88tTxC5/0X3SplsV1t2yOu7/0imh+c38c65ggXohDD2yJ9buvjb17tsetKwdiCnRRLL1uKLZ848HYETti7fYDl/ioyEUPTAEBAgQIECBAgACBP6tAfweI1vF46pGnImJlbPzgR+IfPr42BmI8Rh75+QVO+hO9f3Usnu30CMLE4Xj0vsOx5p7PxrrlS2ZveOk74uM7vxO7hq6eChZnnm411IyxjqFk9mZcQoAAAQIECBAgQGChCPR1gDj79KWBNTE0+PpYNvi+2DgQESOPxeP/9cL8jFsn4vjTz0XcuCKuXjoXUysmDv4kdo834h3XvH76kYeZu1wSAys/ELesvi6Wtv9p0dti077not63Ka6ba5Mzr+53AgQIECBAgAABAgtMoI9PY897+tLG98XgskURy94eQxtXRsSTcd+jhy//aUOt8fjF/ffGXSOvi03/dHOsmFPppfjj8WMxHm+J66+ejAcLbGkdDgECBAgQIECAAIHuC8x5atz93fRgiyd/GY/vnn760tDbY9nkLv4yBofWRPtBiPHdP4mDE5fwPKHxe+Pm1yw+9+5J7XdzWtyIdU/fGLsOjsS3b3lzh0cXetCTTRIgQIAAAQIECBBY4AJ9GiBaMfGLH8Z9B9rvvnQovnbzG6YDwOJ4zc33xuR7Mo2PxL6Dz1+c/2XvwvRiHN27NVbFmti4+j3x7neeeVH0XJtZEm+6ZkUMxG/j6LPn3ux1rkqXESBAgAABAgQIEMhFoE8DxPNxcN/IVFDouBKHYve//Cz+cAkPQpzbRPvdl74ce/ZeG7s/dVvc+d1nzvsciHNVUz8tmn7NxXPx9PETnd/1qTUeh37k8yBm6vmdAAECBAgQIECgPwX6M0BM/DL27T40+e5LX9r/P+d9fkP7sxxOx4v7t049jan5/dh3bOaHvl1soZbE8nVbY8/WRjx8253xwKELvBh72U2xYfNNMXLXrvjhH16aveGTz0Tz02ti7ePPx6te2Z/Us5tyCQECBAgQIECAQMkCfXhWe+bdj9rLNhh/89evnbF+Zx4ZaF98mZ8JsWh5rN62PXasOhx3bHnoAh8E99pYeftX48H3/zTWf+Lu+OdD49OPRLTi5Ni+2PmZj8Ztv/9w7LnnQ7G8D6VnwPqVAAECBAgQIECAQD++Pvi8py+teVfc8MarZi/j2XdjmsdnQiwdjNt33hGrDuyILV/ZH+Odngq19IbY9NBIHPziivj1lpWxuP0i7GpxvHrV9yLWfj2OPnF3rB6Y/owInwMxe61cQoAAAQIECBAg0FcCVV3XdVVVk08D6qsjd7AECBAgQIAAAQIECPRcYGZW8MSanpPbAQECBAgQIECAAIF8BASIfNZSJwQIECBAgAABAgR6LiBA9JzYDggQIECAAAECBAjkIyBA5LOWOiFAgAABAgQIECDQcwEBoufEdkCAAAECBAgQIEAgHwEBIp+11AkBAgQIECBAgACBngsIED0ntgMCBAgQIECAAAEC+QgIEPmspU4IECBAgAABAgQI9FxAgOg5sR0QIECAAAECBAgQyEdAgMhnLXVCgAABAgQIECBAoOcCAkTPie2AAAECBAgQIECAQD4CAkQ+a6kTAgQIECBAgAABAj0XECB6TmwHBAgQIECAAAECBPIRECDyWUudECBAgAABAgQIEOi5gADRc2I7IECAAAECBAgQIJCPgACRz1rqhAABAgQIECBAgEDPBQSInhPbAQECBAgQIECAAIF8BASIfNZSJwQIECBAgAABAgR6LiBA9JzYDggQIECAAAECBAjkIyBA5LOWOiFAgAABAgQIECDQcwEBoufEdkCAAAECBAgQIEAgHwEBIp+11AkBAgQIECBAgACBngsIED0ntgMCBAgQIECAAAEC+QgIEPmspU4IECBAgAABAgQI9FxAgOg5sR0QIECAAAECBAgQyEdAgMhnLXVCgAABAgQIECBAoOcCAkTPie2AAAECBAgQIECAQD4CAkQ+a6kTAgQIECBAgAABAj0XECB6TmwHBAgQIECAAAECBPIRECDyWUudECBAgAABAgQIEOi5gADRc2I7IECAAAECBAgQIJCPgACRz1rqhAABAgQIECBAgEDPBQSInhPbAQECBAgQIECAAIF8BASIfNZSJwQIECBAgAABAgR6LiBA9JzYDggQIECAAAECBAjkIyBA5LOWOiFAgAABAgQIECDQcwEBoufEdkCAAAECBAgQIEAgHwEBIp+11AkBAgQIECBAgACBngtkESBaY80YqqpoDI/GRCey1pFoDjWiamyL0YlWh6pTMdbcEFU1GMOjJzrUROS+v2AVEWahfQPIfdb1117khXjfaPYm/wAtyLVx3+i+cfr0yHxO3Uy7dg467don36q6ruuqqqKu6z45ZIdJgAABAgQIECBAgMCVEpiZFbJ4BOJK4dkPAQIECBAgQIAAgdIFBIjSJ0D/BAgQIECAAAECBBIEBIgELKUECBAgQIAAAQIEShcQIEqfAP0TIECAAAECBAgQSBAQIBKwlBIgQIAAAQIECBAoXUCAKH0C9E+AAAECBAgQIEAgQUCASMBSSoAAAQIECBAgQKB0AQGi9AnQPwECBAgQIECAAIEEAQEiAUspAQIECBAgQIAAgdIFBIjSJ0D/BAgQIECAAAECBBIEBIgELKUECBAgQIAAAQIEShcQIEqfAP0TIECAAAECBAgQSBAQIBKwlBIgQIAAAQIECBAoXUCAKH0C9E+AAAECBAgQIEAgQUCASMBSSoAAAQIECBAgQKB0AQGi9AnQPwECBAgQIECAAIEEAQEiAUspAQIECBAgQIAAgdIFBIjSJ0D/BAgQIECAAAECBBIEBIgELKUECBAgQIAAAQIEShcQIEqfAP0TIECAAAECBAgQSBAQIBKwlBIgQIAAAQIECBAoXUCAKH0C9E+AAAECBAgQIEAgQUCASMBSSoAAAQIECBAgQKB0AQGi9AnQPwECBAgQIECAAIEEAQEiAUspAQIECBAgQIAAgdIFBIjSJ0D/BAgQIECAAAECBBIEBIgELKUECBAgQIAAAQIEShcQIEqfAP0TIECAAAECBAgQSBAQIBKwlBIgQIAAAQIECBAoXSCLANEaa8ZQVUVjeDQmOq1o60g0hxpRNbbF6ESrQ9WpGGtuiKoajOHREx1qInLfX7CKCLPQvgHkPuv6ay/yQrxvNHuTf4AW5Nq4b3TfOH16ZD6nbqZdOweddu2Tb1Vd13VVVVHXdZ8cssMkQIAAAQIECBAgQOBKCczMClk8AnGl8OyHAAECBAgQIECAQOkCAkTpE6B/AgQIECBAgAABAgkCAkQCllICBAgQIECAAAECpQsIEKVPgP4JECBAgAABAgQIJAgIEAlYSgkQIECAAAECBAiULiBAlD4B+idAgAABAgQIECCQICBAJGApJUCAAAECBAgQIFC6gABR+gTonwABAgQIECBAgECCgACRgKWUAAECBAgQIECAQOkCAkTpE6B/AgQIECBAgAABAgkCAkQCllICBAgQIECAAAECpQsIEKVPgP4JECBAgAABAgQIJAgIEAlYSgkQIECAAAECBAiULiBAlD4B+idAgAABAgQIECCQICBAJGApJUCAAAECBAgQIFC6gABR+gTonwABAgQIECBAgECCgACRgKWUAAECBAgQIECAQOkCAkTpE6B/AgQIECBAgAABAgkCAkQCllICBAgQIECAAAECpQsIEKVPgP4JECBAgAABAgQIJAgIEAlYSgkQIECAAAECBAiULiBAlD4B+idAgAABAgQIECCQICBAJGApJUCAAAECBAgQIFC6gABR+gTonwABAgQIECBAgECCgACRgKWUAAECBAgQIECAQOkCAkTpE6B/AgQIECBAgAABAgkCAkQCllICBAgQIECAAAECpQsIEKVPgP4JECBAgAABAgQIJAgIEAlYSgkQIECAAAECBAiULpBFgGiNNWOoqqIxPBoTnVa0dSSaQ42oGttidKLVoepUjDU3RFUNxvDoiQ41EbnvL1hFhFlo3wByn3X9tRd5Id43mr3JP0ALcm3cN7pvnD49Mp9TN9OunYNOu/bJt6qu67qqqqjruk8O2WESIECAAAECBAgQIHClBGZmhSwegbhSePZDgAABAgQIECBAoHQBAaL0CdA/AQIECBAgQIAAgQQBASIBSykBAgQIECBAgACB0gUEiNInQP8ECBAgQIAAAQIEEgQEiAQspQQIECBAgAABAgRKFxAgSp8A/RMgQIAAAQIECBBIEBAgErCUEiBAgAABAgQIEChdQIAofQL0T4AAAQIECBAgQCBBQIBIwFJKgAABAgQIECBAoHQBAaL0CdA/AQIECBAgQIAAgQQBASIBSykBAgQIECBAgACB0gUEiNInQP8ECBAgQIAAAQIEEgQEiAQspQQIECBAgAABAgRKFxAgSp8A/RMgQIAAAQIECBBIEBAgErCUEiBAgAABAgQIEChdQIAofQL0T4AAAQIECBAgQCBBQIBIwFJKgAABAgQIECBAoHQBAaL0CdA/AQIECBAgQIAAgQQBASIBSykBAgQIECBAgACB0gUEiNInQP8ECBAgQIAAAQIEEgQEiAQspQQIECBAgAABAgRKFxAgSp8A/RMgQIAAAQIECBBIEBAgErCUEiBAgAABAgQIEChdQIAofQL0T4AAAQIECBAgQCBBQIBIwFJKgAABAgQIECBAoHQBAaL0CdA/AQIECBAgQIAAgQQBASIBSykBAgQIECBAgACB0gUEiNInQP8ECBAgQIAAAQIEEgQEiAQspQQIECBAgAABAgRKFxAgSp8A/RMgQIAAAQIECBBIEBAgErCUEiBAgAABAgQIEChdQIAofQL0T4AAAQIECBAgQCBBQIBIwFJKgAABAgQIECBAoHQBAaL0CdA/AQIECBAgQIAAgQQBASIBSykBAgQIECBAgACB0gUEiNInQP8ECBAgQIAAAQIEEgQEiAQspQQIECBAgAABAgRKFxAgSp8A/RMgQIAAAQIECBBIEOjTAHEyDu18b1RVNffXe4fjnw+NR+uCECdidHhw7uu3t9u4NXb+eCxOnt3GqRhrboiq2hDNsVNnL536YSLGRh+JnbfeeG577ev/4ECMnbzwUczYkF8JECBAgAABAgQILGiBPg0QFzE98LX41OA/xn2HXrhIYUQMbI39L56Ouq7P+3oxju5aHk+uWR9feOx3Fw4iJ4/EY8Mfieu3H443fH4kTk9u53T86cDHIp74XFy/9v44JERcfB1UECBAgAABAgQI9IVAnweIt8Yn9/7+vBP/OurTx2Pvphsi4sm479HDMXFZy7Asrrtlc9z9pVdE85v741jHBxFeiEMPbIn1u6+NvXu2x60rB2IKdFEsvW4otnzjwdgRO2Lt9gOXeRyXdfCuRIAAAQIECBAgQKBnAn0eIOZwWbQ83v3Bv538h/E/vhD/O0dJ0kW/OhbPdnoEYeJwPHrf4Vhzz2dj3fIlsze79B3x8Z3fiV1DV08Fi9aRaA41ohpqxljHUDJ7My4hQIAAAQIECBAgsFAErlooB9K14zh5JP7tR/8RETfEpr9fGW+83A23TsTxp5+LuHFFXL10rpzViomDP4nd443YeM3rpx95mLmzJTGw8gNxy5mLF70tNu17Ljad+d13AgQIECBAgAABAn0m0OcB4jfx8Pq/iodnod8Qn7zvgbhn3Zs7nNjPusLLL2iNxy/uvzfuGnldbNp7c6yYKz/ES/HH48diPN4S11+99OXX9xsBAgQIECBAgACBTAXmPDXu/16fiYd3fCu+f/Bi78QUEeP3xs2vWXzu3ZPa78C0uBHrnr4xdh0ciW/fcpkhpP8RdUCAAAECBAgQIEBglkCfB4g5XkRdvxhH926NVeMPx+Z1X48DExd5scHL3oVp+rqxJjaufk+8+51nXhQ9yy0ilsSbrlkRA/HbOPrsuTd7navSZQQIECBAgAABAgRyEejzADHXMiyL6/5ufXzwre1HF/4zDv/3/81V1OGy9rsvfTn27L02dn/qtrjzu8+c9zkQM6+yKJYNvi82DjwXTx8/0fmtXlvjcehHPg9ipp7fCRAgQIAAAQIE+lMgwwDxUoz/7F/jyd+0F+T6eEvjLxJXZkksX7c19mxtxMO33RkPXOizJJbdFBs23xQjd+2KH/7hpdn7OflMND+9JtY+/ny86pUZUs/u2CUECBAgQIAAAQKZC/T5We3Ui6hf/onUr4jGzV+OAzEQq3ZsijUDl/E68UXLY/W27bFj1eG4Y8tDF/gguNfGytu/Gg++/6ex/hN3n/fp1604ObYvdn7mo3Hb7z8ce+75UCzvc+nMbwfaI0CAAAECBAgQuESBPE9rBz4ZO/Y+Ed/b/K647PdHWjoYt++8I1Yd2BFbvrI/xju9lGLpDbHpoZE4+MUV8estK2Nx+0XY1eJ49arvRaz9ehx94u5YPTD9GRE+B+ISx1IZAQIECBAgQIDAQhWo6rqu2/8Hv67rhXqMjosAAQIECBAgQIAAgT+TwMyskOcjEH8mXLslQIAAAQIECBAgkLuAAJH7CuuPAAECBAgQIECAQBcFBIguYtoUAQIECBAgQIAAgdwFBIjcV1h/BAgQIECAAAECBLooIEB0EdOmCBAgQIAAAQIECOQuIEDkvsL6I0CAAAECBAgQINBFAQGii5g2RYAAAQIECBAgQCB3AQEi9xXWHwECBAgQIECAAIEuCggQXcS0KQIECBAgQIAAAQK5CwgQua+w/ggQIECAAAECBAh0UUCA6CKmTREgQIAAAQIECBDIXUCAyH2F9UeAAAECBAgQIECgiwICRBcxbYoAAQIECBAgQIBA7gICRO4rrD8CBAgQIECAAAECXRQQILqIaVMECBAgQIAAAQIEchcQIHJfYf0RIECAAAECBAgQ6KKAANFFTJsiQIAAAQIECBAgkLuAAJH7CuuPAAECBAgQIECAQBcFBIguYtoUAQIECBAgQIAAgdwFBIjcV1h/BAgQIECAAAECBLooIEB0EdOmCBAgQIAAAQIECOQuIEDkvsL6I0CAAAECBAgQINBFAQGii5g2RYAAAQIECBAgQCB3AQEi9xXWHwECBAgQIECAAIEuCggQXcS0KQIECBAgQIAAAQK5CwgQua+w/ggQIECAAAECBAh0UUCA6CKmTREgQIAAAQIECBDIXUCAyH2F9UeAAAECBAgQIECgiwICRBcxbYoAAQIECBAgQIBA7gICRO4rrD8CBAgQIECAAAECXRQQILqIaVMECBAgQIAAAQIEchcQIHJfYf0RIECAAAECBAgQ6KKAANFFTJsiQIAAAQIECBAgkLuAAJH7CuuPAAECBAgQIECAQBcFBIguYtoUAQIECBAgQIAAgdwFBIjcV1h/BAgQIECAAAECBLooIEB0EdOmCBAgQIAAAQIECOQuIEDkvsL6I0CAAAECBAgQINBFAQGii5g2RYAAAQIECBAgQCB3gSwCRGusGUNVFY3h0ZjotGKtI9EcakTV2BajE60OVadirLkhqmowhkdPdKiJyH1/wSoizEL7BpD7rOuvvcgL8b7R7E3+AVqQa+O+0X3j9OmR+Zy6mXbtHHTatU++VXVd11VVRV3XfXLIDpMAAQIECBAgQIAAgSslMDMrZPEIxJXCsx8CBAgQIECAAAECpQsIEKVPgP4JECBAgAABAgQIJAgIEAlYSgkQIECAAAECBAiULiBAlD4B+idAgAABAgQIECCQICBAJGApJUCAAAECBAgQIFC6gABR+gTonwABAgQIECBAgECCgACRgKWUAAECBAgQIECAQOkCAkTpE6B/AgQIECBAgAABAgkCAkQCllICBAgQIECAAAECpQsIEKVPgP4JECBAgAABAgQIJAgIEAlYSgkQIECAAAECBAiULiBAlD4B+idAgAABAgQIECCQICBAJGApJUCAAAECBAgQIFC6gABR+gTonwABAgQIECBAgECCgACRgKWUAAECBAgQIECAQOkCAkTpE6B/AgQIECBAgAABAgkCAkQCllICBAgQIECAAAECpQsIEKVPgP4JECBAgAABAgQIJAgIEAlYSgkQIECAAAECBAiULiBAlD4B+idAgAABAgQIECCQICBAJGApJUCAAAECBAgQIFC6gABR+gTonwABAgQIECBAgECCgACRgKWUAAECBAgQIECAQOkCAkTpE6B/AgQIECBAgAABAgkCAkQCllICBAgQIECAAAECpQsIEKVPgP4JECBAgAABAgQIJAgIEAlYSgkQIECAAAECBAiULiBAlD4B+idAgAABAgQIECCQICBAJGApJUCAAAECBAgQIFC6QBYBojXWjKGqisbwaEx0WtHWkWgONaJqbIvRiVaHqlMx1twQVTUYw6MnOtRE5L6/YBURZqF9A8h91vXXXuSFeN9o9ib/AC3ItXHf6L5x+vTIfE7dTLt2Djrt2iffqrqu66qqoq7rPjlkh0mAAAECBAgQIECAwJUSmJkVsngE4krh2Q8BAgQIECBAgACB0gUEiNInQP8ECBAgQIAAAQIEEgQEiAQspQQIECBAgAABAgRKFxAgSp8A/RMgQIAAAQIECBBIEBAgErCUEiBAgAABAgQIEChdQIAofQL0T4AAAQIECBAgQCBBQIBIwFJKgAABAgQIECBAoHQBAaL0CdA/AQIECBAgQIAAgQQBASIBSykBAgQIECBAgACB0gUEiNInQP8ECBAgQIAAAQIEEgQEiAQspQQIECBAgAABAgRKFxAgSp8A/RMgQIAAAQIECBBIEBAgErCUEiBAgAABAgQIEChdQIAofQL0T4AAAQIECBAgQCBBQIBIwFJKgAABAgQIECBAoHQBAaL0CdA/AQIECBAgQIAAgQQBASIBSykBAgQIECBAgACB0gUEiNInQP8ECBAgQIAAAQIEEgQEiAQspQQIECBAgAABAgRKFxAgSp8A/RMgQIAAAQIECBBIEBAgErCUEiBAgAABAgQIEChdQIAofQL0T4AAAQIECBAgQCBBQIBIwFJKgAABAgQIECBAoHQBAaL0CdA/AQIECBAgQIAAgQQBASIBSykBAgQIECBAgACB0gUEiNInQP8ECBAgQIAAAQIEEgQEiAQspQQIECBAgAABAgRKFxAgSp8A/RMgQIAAAQIECBBIEBAgErCUEiBAgAABAgQIEChdIIsA0RprxlBVRWN4NCY6rWjrSDSHGlE1tsXoRKtD1akYa26IqhqM4dETHWoict9fsIoIs9C+AeQ+6/prL/JCvG80e5N/gBbk2rhvdN84fXpkPqdupl07B5127ZNvVV3XdVVVUdd1nxyywyRAgAABAgQIECBA4EoJzMwKWTwCcaXw7IcAAQIECBAgQIBA6QICROkToH8CBAgQIECAAAECCQICRAKWUgIECBAgQIAAAQKlCwgQpU+A/gkQIECAAAECBAgkCAgQCVhKCRAgQIAAAQIECJQuIECUPgH6J0CAAAECBAgQIJAgIEAkYCklQIAAAQIECBAgULqAAFH6BOifAAECBAgQIECAQIKAAJGApZQAAQIECBAgQIBA6QICROkToH8CBAgQIECAAAECCQICRAKWUgIECBAgQIAAAQKlCwgQpU+A/gkQIECAAAECBAgkCAgQCVhKCRAgQIAAAQIECJQuIECUPgH6J0CAAAECBAgQIJAgIEAkYCklQIAAAQIECBAgULqAAFH6BOifAAECBAgQIECAQIKAAJGApZQAAQIECBAgQIBA6QICROkToH8CBAgQIECAAAECCQICRAKWUgIECBAgQIAAAQKlCwgQpU+A/gkQIECAAAECBAgkCAgQCVhKCRAgQIAAAQIECJQuIECUPgH6J0CAAAECBAgQIJAgIEAkYCklQIAAAQIECBAgULqAAFH6BOifAAECBAgQIECAQOKqf0EAAAD2SURBVIKAAJGApZQAAQIECBAgQIBA6QICROkToH8CBAgQIECAAAECCQICRAKWUgIECBAgQIAAAQKlCwgQpU+A/gkQIECAAAECBAgkCAgQCVhKCRAgQIAAAQIECJQuIECUPgH6J0CAAAECBAgQIJAgUEVEnVCvlAABAgQIECBAgACBAgXqeio2XHXmhwINtEyAAAECBAgQIECAQKKApzAlgiknQIAAAQIECBAgULKAAFHy6uudAAECBAgQIECAQKKAAJEIppwAAQIECBAgQIBAyQICRMmrr3cCBAgQIECAAAECiQICRCKYcgIECBAgQIAAAQIlC/w/vol7zviK49sAAAAASUVORK5CYII="></p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the difference in their structures.</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>Explain why the difference in their structures affects their melting points.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>A RIC:</em> 1 <em><strong>AND</strong> B RIC:</em> 4</p>
<p><em><strong>ALTERNATIVE 1:</strong></em><br>«only» PETE contains carbonyl/C=O/ester/COO groups<br>carbonyl groups absorb at 1700–1750 «cm<sup>–1</sup>»</p>
<p><em><strong>ALTERNATIVE 2:</strong></em><br>LDPE contains more C–H bonds «than PETE»<br>C–H bonds absorb at 2850–3090 «cm<sup>–1</sup>»</p>
<p> </p>
<p><em>For either, accept specific frequencies in these ranges (eg 1735 «cm<sup>–1</sup>» or 2900 «cm<sup>–1</sup>»).</em></p>
<p><strong><em>[3 marks]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>HDPE less branched<br><em><strong>OR</strong></em><br>LDPE more branched</p>
<p> </p>
<p><em>Accept “no branching in HDPE <strong>AND </strong>branching in LDPE”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>HDPE «polymer» chains/molecules can pack together more closely «than LDPE chains»<br><em><strong>OR</strong></em><br>HDPE «polymer» chains/molecules have a higher contact surface area «than LDPE chains»</p>
<p>stronger intermolecular/dispersion/London/van der Waals’ forces in HDPE <em><strong>AND</strong> </em>higher melting point</p>
<p> </p>
<p><em>Accept converse arguments.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">b.ii.</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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="question">
<p>Infrared (IR) spectra can be used to distinguish between various types of plastics.&nbsp;Some simplified IR spectra are given here.</p>
<p><img src="data:image/png;base64,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"></p>
<p>Explain, with a reference to molecular structure, which two of the plastics can <strong>not</strong> be&nbsp;distinguished by IR spectroscopy.</p>
<p>&nbsp;</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>HDPE <em><strong>AND</strong></em> LDPE «have similar IR»</p>
<p>both are polyethene/polyethylene<br><em><strong>OR</strong></em><br>only branching differs<br><em><strong>OR</strong></em><br>same bonds<br><em><strong>OR</strong></em><br>same bending/stretching/vibrations</p>
<p>&nbsp;</p>
<p><em>Accept “water bottle <strong>AND</strong> water bottle&nbsp;cap” for M1.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="specification">
<p>Students were asked to investigate how a change in concentration of hydrochloric acid, HCl,&nbsp;affects the initial rate of its reaction with marble chips, CaCO<sub>3</sub>.</p>
<p>They decided to measure how long the reaction took to complete when similar chips were&nbsp;added to 50.0 cm<sup>3</sup> of 1.00 mol dm<sup>−3</sup> acid and 50.0 cm<sup>3</sup> of 2.00 mol dm<sup>−3</sup> acid.</p>
<p>Two methods were proposed:</p>
<p>(1)&nbsp; &nbsp; &nbsp;using small chips, keeping the acid in excess, and recording the time taken for the solid&nbsp;to disappear</p>
<p>(2)&nbsp; &nbsp; &nbsp;using large chips, keeping the marble in excess, and recording the time taken for&nbsp;bubbles to stop forming.</p>
</div>

<div class="specification">
<p>A group recorded the following results with 1.00 mol dm<sup>−3</sup> hydrochloric acid:</p>
<p style="text-align: center;"><img src="images/Schermafbeelding_2018-08-09_om_15.47.04.png" alt="M18/4/CHEMI/SP3/ENG/TZ1/02.d"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Annotate the balanced equation below with state symbols.</p>
<p>CaCO<sub>3</sub>(__) + 2HCl(__) → CaCl<sub>2</sub>(__) + CO<sub>2</sub>(__) + H<sub>2</sub>O(__)</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>Neither method actually gives the initial rate. Outline a method that would allow the initial rate to be determined.</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>Deduce, giving a reason, which of the two methods would be least affected by the chips not having exactly the same mass when used with the different concentrations of acid.</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>State a factor, that has a significant effect on reaction rate, which could vary between marble chips of exactly the same mass.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Justify why it is inappropriate to record the uncertainty of the mean as ±0.01 s.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>If doubling the concentration doubles the reaction rate, suggest the mean time you would expect for the reaction with 2.00 mol dm<sup>−3</sup> hydrochloric acid.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Another student, working alone, always dropped the marble chips into the acid and then picked up the stopwatch to start it. State, giving a reason, whether this introduced a random or systematic error.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.iii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>CaCO<sub>3</sub>(s) + 2HCl(aq) → CaCl<sub>2</sub>(aq) + CO<sub>2</sub>(g) + H<sub>2</sub>O(l)</p>
<p> </p>
<p><em>Accept “CO</em><sub><em>2</em></sub><em>(aq)”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>measure the volume of gas at different times <strong>«</strong>plot a graph and extrapolate<strong>»</strong></p>
<p><strong><em>OR</em></strong></p>
<p>measure the mass of the reaction mixture at different times <strong>«</strong>plot a graph and extrapolate<strong>»</strong></p>
<p> </p>
<p><em>Accept other techniques that yield data </em><em>which can be plotted and extrapolated.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>method 2 <strong><em>AND </em></strong>marble is in excess <strong>«</strong>so a little extra has little effect<strong>»</strong></p>
<p><strong><em>OR</em></strong></p>
<p>large chips <strong><em>AND </em></strong>marble is in excess <strong>«</strong>so a little extra has little effect<strong>»</strong></p>
<p><strong><em>OR</em></strong></p>
<p>method 2 <strong><em>AND </em></strong>HCl is limiting reagent <strong>«</strong>so a little extra marble has little effect<strong>»</strong></p>
<p><strong><em>OR</em></strong></p>
<p>large chips <strong><em>AND </em></strong>HCl is limiting reagent <strong>«</strong>so a little extra marble has little effect<strong>»</strong></p>
<p> </p>
<p><em>Accept, as a reason, that “as the mass </em><em>is greater the percentage variation will </em><em>be lower”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>surface area</p>
<p><strong><em>OR</em></strong></p>
<p>purity <strong>«</strong>of the marble<strong>»</strong></p>
<p> </p>
<p><em>Accept “shape of the chip”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>variation of individual values is much greater <strong>«</strong>than this uncertainty<strong>»</strong></p>
<p><strong><em>OR</em></strong></p>
<p><strong>«</strong>uncertainty<strong>» </strong>does not take into account <strong>«</strong>student<strong>» </strong>reaction time</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><strong>«</strong><span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\frac{{121.96{\text{ s}}}}{2}">
  <mfrac>
    <mrow>
      <mn>121.96</mn>
      <mrow>
        <mtext> s</mtext>
      </mrow>
    </mrow>
    <mn>2</mn>
  </mfrac>
</math></span> = 60.98 s<strong>»</strong> = 61 <strong>«</strong>s<strong>»</strong></p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>systematic <strong><em>AND </em></strong>always makes the time shorter <strong>«</strong>than the actual value<strong>»</strong></p>
<p><strong><em>OR</em></strong></p>
<p>systematic <strong><em>AND </em></strong>it is an error in the method used <strong>«</strong>not an individual measurement<strong>»</strong></p>
<p><strong><em>OR</em></strong></p>
<p>systematic <strong><em>AND </em></strong>more repetitions would not reduce the error</p>
<p> </p>
<p><em>Accept, as reason, “it always affects the </em><em>value in the same direction” </em><strong><em>OR </em></strong><em>“the </em><em>error is consistent”.</em></p>
<p><strong><em>[1 mark]</em></strong></p>
<div class="question_part_label">d.iii.</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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.iii.</div>
</div>
<br><hr><br><div class="specification">
<p>The development of materials with unique properties is critical to advances in industry.</p>
</div>

<div class="specification">
<p>Low density polyethene (LDPE) and high density polyethene (HDPE) are both addition&nbsp;polymers.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline two properties a substance should have to be used as liquid-crystal in a liquid-crystal display.</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>Describe how the structures of LDPE and HDPE affect one mechanical property of the plastics.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>One of the two infrared (IR) spectra is that of polyethene and the other of polytetrafluoroethene (PTFE).</p>
<p><img src="data:image/png;base64,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"></p>
<p>Deduce, with a reason, which spectrum is that of PTFE. Infrared data is given in section 26 of the data booklet.</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>Many plastics used to be incinerated. Deduce an equation for the complete combustion of two repeating units of PVC, (–C<sub>2</sub>H<sub>3</sub>Cl–)<sub>2</sub>.</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><em>Any two of:</em></p>
<p>ability to form a LC phase</p>
<p>chemically stable</p>
<p>«LC phase that is» stable over suitable temperature range </p>
<p>polar</p>
<p><em><strong>OR</strong></em></p>
<p>being able to change orientation with applied electric field</p>
<p>rapid switching speed «responds to changes of voltage quickly»</p>
<p><em>Accept “ability of molecules to transmit light under certain conditions” <strong>OR</strong> “rodshaped molecules” <strong>OR</strong> “stable to light/not light sensitive”.</em></p>
<p><strong><em>[Max 2 Marks]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>branching in LDPE prevents close packing «of chains»</p>
<p>LDPE is more flexible/less rigid</p>
<p><em><strong>OR</strong></em></p>
<p>LDPE has lower «tensile» strength</p>
<p><em>Do <strong>not</strong> accept “difference in density”.</em></p>
<p><em>Award <strong>[1 max]</strong> for stating “branching in LDPE <strong>AND</strong> little/no branching in HDPE”.</em></p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><strong>B <em>AND</em></strong> absence «of absorption of» C–H at 2850–3090 «cm<sup>–1</sup>»</p>
<p><em><strong>OR</strong></em></p>
<p><strong>B <em>AND</em></strong> presence of «absorption of» C–F at 1000–1400 «cm<sup>–1</sup>»</p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(–C<sub>2</sub>H<sub>3</sub>Cl–)<sub>2</sub> (s) + 5O<sub>2</sub> (g) → 4CO<sub>2</sub> (g) + 2H<sub>2</sub>O (l) + 2HCl (g)</p>
<p>correct species in reactants and products</p>
<p>balanced</p>
<p><em>Accept “(–C<sub>2</sub>H<sub>3</sub>Cl–)<sub>2</sub> (s) + 5.5O<sub>2</sub> (g) → 4CO<sub>2</sub> (g) + 3H<sub>2</sub>O (l) + Cl<sub>2</sub> (g)”.</em></p>
<p><em>Award M2 only if M1 correct.</em></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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</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>Amino acids are the building blocks of proteins.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw the dipeptide represented by the formula Ala-Gly using section 33 of the data booklet.</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>Deduce the number of <sup>1</sup>H NMR signals produced by the zwitterion form of alanine.</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>Outline why amino acids have high melting points.</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><img src="images/Schermafbeelding_2018-08-10_om_13.57.39.png" alt="M18/4/CHEMI/SP3/ENG/TZ2/07.a/M"></p>
<p>peptide bond</p>
<p>order of amino acids</p>
<p> </p>
<p><em>Accept zwitterion form of dipeptide.</em></p>
<p><em>Accept a condensed structural formula </em><em>or a skeletal structure.</em></p>
<p><em>Penalize missing hydrogens or incorrect </em><em>bond connectivities once only in Option </em><em>B.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>3</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>form zwitterions</p>
<p> </p>
<p><strong>«</strong>strong<strong>» </strong>ionic bonding</p>
<p><strong><em>OR</em></strong></p>
<p><strong>«</strong>strong<strong>» </strong>ionic lattice</p>
<p><strong><em>OR</em></strong></p>
<p><strong>«</strong>strong<strong>» </strong>electrostatic attraction/forces</p>
<p> </p>
<p><em>Do </em><strong><em>not </em></strong><em>accept hydrogen bonding or </em><em>IMFs for M2.</em></p>
<p><strong><em>[2 mark]</em></strong></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>Alloys containing at least 60 % copper reduce the presence of bacteria on their surface.The percentage of copper in brass, an alloy of copper and zinc, can be determined by UV-vis spectrometry.</p>
<p>A sample of brass is dissolved in concentrated nitric acid and then made up to 250.0 cm<sup>3</sup> with water before analysis.</p>
<p style="text-align: center;">Cu (s) + 4HNO<sub>3</sub> (aq) → Cu(NO<sub>3</sub>)<sub>2</sub> (aq) + 2NO<sub>2</sub> (g) + 2H<sub>2</sub>O (l)</p>
<p style="text-align: center;">3Zn (s) + 8HNO<sub>3</sub> (aq) → 3Zn(NO<sub>3</sub>)<sub>2</sub> (aq) + 2NO (g) + 4H<sub>2</sub>O (l)</p>
<p>The concentration of copper(II) ions in the resulting solution is then determined from a calibration curve, which is plotted by measuring the light absorbance of standard solutions.</p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="specification">
<p>Titration is another method for analysing the solution obtained from adding brass to nitric acid.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline why the initial reaction should be carried out under a fume hood.</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>Deduce the equation for the relationship between absorbance and concentration.</p>
<p><img 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"></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>Outline how a solution of 0.0100 mol dm<sup>−3</sup> is obtained from a standard 1.000 mol dm<sup>−3</sup> copper(II) sulfate solution, including <strong>two</strong> essential pieces of glassware you would need.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The original piece of brass weighed 0.200 g. The absorbance was 0.32.</p>
<p>Calculate, showing your working, the percentage of copper by mass in the brass.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce the appropriate number of significant figures for your answer in (d)(i).</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Comment on the suitability of using brass of this composition for door handles in hospitals.</p>
<p>If you did not obtain an answer to (d)(i), use 70 % but this is not the correct answer.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest another property of brass that makes it suitable for door handles.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Copper(II) ions are reduced to copper(I) iodide by the addition of potassium iodide solution, releasing iodine that can be titrated with sodium thiosulfate solution, Na<sub>2</sub>S<sub>2</sub>O<sub>3</sub> (aq). Copper(I) iodide is a white solid.</p>
<p style="text-align: center;">4I<sup>−</sup> (aq) + 2Cu<sup>2+</sup> (aq) → 2CuI (s) + I<sub>2</sub> (aq)</p>
<p style="text-align: center;">I<sub>2</sub> (aq) + 2S<sub>2</sub>O<sub>3</sub><sup>2−</sup> (aq) → 2I<sup>−</sup> (aq) + S<sub>4</sub>O<sub>6</sub><sup>2−</sup> (aq)</p>
<p>Deduce the overall equation for the two reactions by combining the two equations.</p>
<div class="marks">[2]</div>
<div class="question_part_label">f.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest why the end point of the titration is difficult to determine, even with the addition of starch to turn the remaining free iodine black.</p>
<div class="marks">[1]</div>
<div class="question_part_label">f.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>NO<sub>2</sub>/NO/NO<sub>x</sub>/HNO<sub>3</sub>/gas is poisonous/toxic/irritant ✔</p>
<p> </p>
<p><em>Accept formula or name.</em></p>
<p><em>Accept “HNO<sub>3</sub> is corrosive” <strong>OR</strong> “poisonous/toxic gases produced”.</em></p>
<p><em>Accept “reaction is harmful/hazardous”.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Slope (gradient):</em></p>
<p>40 ✔</p>
<p> </p>
<p><em>Equation:</em></p>
<p>absorbance = 40 × concentration</p>
<p><em><strong>OR</strong></em></p>
<p><em>y</em> = 40<em>x</em> ✔</p>
<p> </p>
<p><em>Accept any correct relationship for slope such as <span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\frac{{1.00}}{{0.025}}">
  <mfrac>
    <mrow>
      <mn>1.00</mn>
    </mrow>
    <mrow>
      <mn>0.025</mn>
    </mrow>
  </mfrac>
</math></span>.</em></p>
<p><em>Award <strong>[2]</strong> if equation in M2 is correct.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>dilute 1.00 cm<sup>3</sup> «of the standard solution with water» to 100 cm<sup>3</sup></p>
<p><em><strong>OR</strong></em></p>
<p>dilute sample of standard solution «with water» 100 times ✔</p>
<p> </p>
<p>«graduated/volumetric» pipette/pipet ✔</p>
<p>volumetric flask ✔</p>
<p> </p>
<p><em>Accept any 1 : 100 ratio for M1.</em></p>
<p><em>Accept “mix 1 cm<sup>3</sup> of the standard solution with 99 cm<sup>3</sup> of water” for M1.</em></p>
<p><em>Do <strong>not</strong> accept “add 100 cm<sup>3</sup> of water to 1.00 cm<sup>3</sup> of standard solution” for M1.</em></p>
<p><em>Accept “burette/buret” for M2.</em></p>
<p><em>Accept “graduated/measuring flask” for M3 but <strong>not </strong>“graduated/measuring cylinder” or “conical/Erlenmeyer flask”.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>concentration of copper = 0.0080 «mol dm<sup>–3</sup>» ✔</p>
<p> </p>
<p>mass of copper in 250.0 cm<sup>3</sup> = «0.0080 mol dm<sup>–3</sup> × 0.2500 dm<sup>3</sup> × 63.55 g mol<sup>–1</sup> =» 0.127 «g»</p>
<p><em><strong>OR</strong></em></p>
<p>mass of brass in 1 dm<sup>3</sup> = «4 × 0.200 g =» 0.800 g <em><strong>AND </strong></em>[Cu2+] = «0.0080 mol dm<sup>–3</sup> × 63.55 g mol<sup>–1</sup> =» 0.5084 g dm<sup>–3</sup> ✔</p>
<p> </p>
<p>«% copper in this sample of brass <span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext=" = \frac{{0.127}}{{0.200}} \times 100 = ">
  <mo>=</mo>
  <mfrac>
    <mrow>
      <mn>0.127</mn>
    </mrow>
    <mrow>
      <mn>0.200</mn>
    </mrow>
  </mfrac>
  <mo>×</mo>
  <mn>100</mn>
  <mo>=</mo>
</math></span>» 64 «%»</p>
<p><em><strong>OR</strong></em></p>
<p>«% copper in this sample of brass <span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext=" = \frac{{0.5084}}{{0.800}} \times 100 = ">
  <mo>=</mo>
  <mfrac>
    <mrow>
      <mn>0.5084</mn>
    </mrow>
    <mrow>
      <mn>0.800</mn>
    </mrow>
  </mfrac>
  <mo>×</mo>
  <mn>100</mn>
  <mo>=</mo>
</math></span>» 64 «%» ✔</p>
<p> </p>
<p><em>Accept any value in range 0.0075–0.0085 «mol dm<sup>–3</sup>» for M1.</em></p>
<p><em>Accept annotation on graph for M1.</em></p>
<p><em>Award <strong>[3]</strong> for correct final answer.</em></p>
<p><em>Accept “65 «%»”.</em></p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>two ✔</p>
<p> </p>
<p><em>Do <strong>not</strong> apply ECF from 1(d)(i).</em></p>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«since it is greater than 60%» it will reduce the presence of bacteria «on door handles» ✔</p>
<div class="question_part_label">e.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>resistant to corrosion/oxidation/rusting</p>
<p><em><strong>OR</strong></em></p>
<p>low friction surface «so ideal for connected moving components» ✔</p>
<p> </p>
<p><em>Accept “hard/durable”, “«high tensile» strength”, “unreactive”, “malleable” or any reference to the appearance/colour of brass (eg “gold-like”, “looks nice” etc.).</em></p>
<p><em>Do <strong>not</strong> accept irrelevant properties, such as “high melting/boiling point”, “non-magnetic”, “good heat/electrical conductor”, “low volatility”, etc.</em></p>
<p><em>Do <strong>not</strong> accept “ductile”.</em></p>
<div class="question_part_label">e.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>2I<sup>−</sup> (aq) + 2Cu<sup>2+</sup> (aq) + 2S<sub>2</sub>O<sub>3</sub><sup>2−</sup> (aq) → 2CuI (s) + S<sub>4</sub>O<sub>6</sub><sup>2−</sup> (aq)</p>
<p>correct reactants and products ✔</p>
<p>balanced equation ✔</p>
<p> </p>
<p><em>M2 can only be awarded if M1 is correct.</em></p>
<div class="question_part_label">f.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>precipitate/copper(I) iodide/CuI makes colour change difficult to see</p>
<p><em><strong>OR</strong></em></p>
<p>release of I<sub>2</sub>/iodine from starch-I<sub>2</sub> complex is slow so titration must be done slowly ✔</p>
<div class="question_part_label">f.ii.</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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.ii.</div>
</div>
<br><hr><br><div class="specification">
<p>A class was determining the concentration of aqueous sodium hydroxide by titrating it with&nbsp;hydrochloric acid, whilst monitoring the pH of the solution. The sodium hydroxide solution was&nbsp;added into a glass beaker from a measuring cylinder and the hydrochloric acid added using a&nbsp;burette. One group of students accidentally used a temperature probe rather than a pH probe.&nbsp;Their results are given below.</p>
<p>Volume of aqueous NaOH = 25.0 ± 0.5 cm<sup>3</sup></p>
<p>Concentration of HCl = 1.00 ± 0.01 mol dm<sup>−3</sup></p>
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"></p>
</div>

<div class="question">
<p>State and explain how the graph would differ if 1 mol<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\,">
  <mspace width="thinmathspace"></mspace>
</math></span>dm<sup>−3</sup> sulfuric acid had been used instead&nbsp;of 1 mol<span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\,">
  <mspace width="thinmathspace"></mspace>
</math></span>dm<sup>−3</sup> hydrochloric acid.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>graph would peak/maximum at 17.5 cm<sup>3</sup><br><em><strong>OR</strong></em><br>smaller volume of acid «needed to reach equivalence»&nbsp;</p>
<p>sulfuric acid is dibasic/diprotic</p>
<p>higher temperature would be reached</p>
<p>&nbsp;</p>
<p><em>Accept “gradient/slope «of graph» is&nbsp;greater/steeper” for M1.</em></p>
<p><em>Accept “one mole of sulfuric acid&nbsp;neutralizes two moles of NaOH” for M2.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</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>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">group 18/noble gases  <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">smallest difference between melting and boiling points<br><em><strong>OR</strong></em><br>weakest intermolecular forces «in that period»  <strong>[✔]</strong></span></p>
<p> </p>
<p><em><span style="background-color: #ffffff;"><strong> Note:</strong> Accept “group 17/halogens”.</span></em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">density increases «to a maximum in the transition elements» <em><strong>AND</strong> </em>then decreases  <strong>[✔]</strong></span></p>
<div class="question_part_label">b(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">actinoids <em><strong>AND</strong> </em>density increases down all groups «due to large increase in atomic mass for small increase in atomic volume»<br><em><strong>OR</strong></em><br>actinoids <em><strong>AND</strong> </em>«much» greater atomic mass with similar type of bonding<br><em><strong>OR</strong></em><br>actinoids <em><strong>AND</strong> </em>density «of actinoids» atomic number 90 to 95 is greater than corresponding lanthanoids  <strong>[✔]</strong></span></p>
<p> </p>
<p><em><span style="background-color: #ffffff;"><strong> Note:</strong> Accept “actinoids </span><span style="background-color: #ffffff;"><strong>AND</strong></span> <span style="background-color: #ffffff;">on graph actinoids have «much» greater density than lanthanoids”.</span></em></p>
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;"><em><strong>Alternative 1:</strong></em><br>«metals with» low densities oxidize easier  <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">«metals with» low melting points oxidize easier <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<p><span style="background-color: #ffffff;"><em><strong>Alternative 2</strong><strong>:</strong></em><br>in s-block «metals with» high densities oxidize easier<br><em><strong>OR</strong></em><br>in s-block «metals with» low melting points oxidize easier <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">in d-block «metals with» low densities oxidize easier<br><em><strong>OR</strong></em><br>in d-block «metals with» low melting points oxidize easier <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<p> </p>
<p><strong><em><span style="background-color: #ffffff;">Note:  </span></em></strong><em><span style="background-color: #ffffff;">Award <strong>[1 max]</strong> for “s-block metals more easily oxidized” </span><span style="background-color: #ffffff;"><strong>OR</strong></span> <span style="background-color: #ffffff;">“s-block metals have lower melting points” <strong>OR</strong> “s-block metals have lower densities”.</span></em></p>
<p><em><span style="background-color: #ffffff;">Accept “have greater activity” for “oxidize easier”.</span></em></p>
<div class="question_part_label">b(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img 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R+vYP/OEpSXH5ZTqUV5/IdyeSzK8vLj6mZvDtTS6XXqCwgwYljEYGRnZ2PjxgytloiI6rPpal1VUYF27TvKJKEPTv4dbh3aFz169ESXrl1l2bV7D3ksyh49uuL/Zj6ufaZjtHR6nYbujh0jyzlznpbjUUREdCmbgo/Zcg5ffLFXLhbtqgSZ+mWjdV27aZ/pGC2dXqehu+9Wg48Y99lX/IU8JiKiOjbNdnM1ootPtLSysrJafLab1bRp0+Si2+nJyViWlqbVEhGR4BpNhWaSYz5ysoHrvJwlqalyY72c3BycPs6uNyKi+pp9tRZjGmLdT65ykRV528xVMs+NXbdMuBY55iOv764x5iOIFETJSckoKSnFX/6+Cq4xEZyIyDU0K/iIQDM+MR6/6tsXI0fehZSUaSgpK5cLLEXd8vQl2iMd6/Tp08pHo0tMta5vSmKiLAvLStDyq6GIiFyHzcFn6+bNCAwOxkcfbUX37t3h11XNVG00nJNBQEw0mDHtjxg/frzDE22qU63NLjHVuj7R+pk4cQIyV6XjP6WceEBEZGXz1fqJp55CRUUFnnvxRZSXlyPxf8bLerOlPcLDw5Gflyc3WVu/fj0y178rzzmKOtVaNHtcp9vNatIktfWzbOlLsiQiIhuDz868XBQUFODZefMwPUndHsFs+UmWouUjiC0GnktNlce5eZ/I0lFcKb1OQyH9hsiJB3l5u+WsPCIisjH4rF2fLcuU+fNlqVIv/qLlYzUiKkqWFRXHZOkorpRepyH/br7axIMD+Jg7nRIRSTZ2u5nlAtJLqUPqxnoj6x4G9c75860nvU5jxBbbwcHB3GiOiEhj09XaZDLh2LFjDaZTt5UfzZZKWQoHSvbJ8qZuN8nSUVwtvU5jZs6cKcfIXvv7q1oNEVHrZVPwSRg7Vs5uGz9pEg4e/F6rVcd8AF/5UYxvLHvxZXkcFh4uS0dxtfQ6jRkRFS1nAGZs2MB8b0TU6tl0tfYPDETsqBg56SBy2G3IzRZjQOqYj48SA9asWSnT3by2erWsS0iIk6WjiDEfi0Vc0F235dPHFCynnW/fvh2Hy8q0WiKi1snm3G7ff/89/vz88/jnW2/hxIkTWu2lxoyJxV9eXIag4GCtxjHkNtp+XsjKaNlttK9FbDcxcOBgdOzYEXv2FMDbu7N2hoiodbG5n+qmm26SCTP/33/+g7lzk+VCU6uxY+NQWFiM99/PcnjgEVwxvU5jAgIC8cgjj8itKN54402tloio9dFFVmvZ8vHywaZNGxAT4xpZra+ksPAzDB95B6KjRiBj3TswuOL8cCIiB3PKCP1ps8i95jg1Yp0PLLBYXD+DWljYQMTExmDjxg9k4GHCUSJqjWxu+ezM+xQrV76Mrw9+j5oacfG/svvuuUem43GUsydPwsunO7KyMlxmP5+rETMBb7ktDBcuWPDVV//h2A8RtTo2Bx+Rv03MdmuK5OTfIy0tXbvnGG182yBrjetsJnct8+fPx4IFC7D61VcxacoUrZaIqHWwKfgUFe1EWNhQeZyUNB1RUSEwGtX1PY0JDQlx6MQD606mW7ZkITraPYLPxsxMjIuPx+SJk7Hq9VVaLRFR62BT8JkzLQWL0xdiyZLnMXPmHK32ys6fv4B27Rw3vKROOPBCVpZrT7Wu74LFghHREThw4Gvs/WwvAoMCtTNERPpnU0Q4A3W30qYEHsGRgUdwh/Q6DYm8dzkbc1BzoQZ3jb6LWQ+IqFWxKSrcERkt84iWOHGr7Ktxh/Q6jRGbzSUlJsmf4zsZGVotEZH+2XS1Hn1XNIKDgjFr1iyXeMfuDul1riRhYoIs381cL0siotbApjEfMcC/eOlSLF68GPeMHYv7EhLg4eGJzp07yvNiPEN0K4nyglL+qmcP3HLLbfKcI7hLep0rmTZtKtLTV2JDVhbGuslsPSKi5rBxtlsJwsL6aveuLSlpMlascNyMLtH6atu+PbKUi7e7TLVuyDp1PSMjA3Fxjk3ESkTU0mwKPqWlZXjqqVlykaQYaxE9XnLIpRGiOyzunnuQ+NuHtBr7c6f0Oley7MUl+L+Zf4QpdBA+ztqAbgEB2hkiIv2xKfi4Gus6n6ysTUrLJ0ardS/W1puQlpYmdz8lItIru00PO1l5UgaBlpiA4OnpqXwUTS/3zZQm8rzt3r1bbrf9wgvPobz8uHaGiEh/mh18dubloW/fvvDp4iNbH/tLCuXUYVHnrKnYHTt3Bnzcf52MGPdZsWwZDh06goULF7jETEIiIkewOfiUlZVi5MjRuPPXv74kyBgNvvjxx0pZN2rUKKTOn4/zlvPaWccQYz5i3avB9ZNaX1N0bCzuS7gP6enp2Jq3VaslItIXm4PPpEmJyM3NxuDBIyCGjebOni3rjUoAGDYsAqmpaThy5AieXrAAO/K2yHOOom6pICY36CD6KP4484+yfCb1T7IkItIbm4JPWWkpPv+8FBMnTkTmu2tlXUWVOkZRZT4nS7G76auv/lUef/DBh7J0FDHmo2Y4cL9Fpo0R3W9z587F9u0FWLVqpVZLRKQfNgWf7JwcnDpVhZXLl6Ozr3UvGnWmlraftZQwVp1effDAMVk6ihjzcdcMB1eSmpqKQYMG4eGHpzpt7IyIyFlsCj7iYti9e3eZm6yO2uLxqbe1gre/uvjHbDgjS0cRs+z0KHH8eFmuTHfsXkhERM5mU/AxKjHl1KlT2j0rdbzF2u0mnD59Ujty7BRozw4d1JnWtg9huaT7J0yAKcSEd957D6WlpVotEZH7s+lqHRc7AdXV1XJGVp22WmntfgO2b98hy8DAX8jSUeSWCrK3Tz/dboLIcpC1LkNO3Bg3bhynXhORbtgUfMIjwtC7t0luBb0hI0O7KKotHqPhHE5W/oi8vHw8NUfd7+fOO5ULpzxyjPM//6x8NOhiqnVDQSYTnpz7pOzqfPEvLzIAEZEu2JxeZ82aNXjggQfksUm5QB4/fhwVFRWIiIjGN998haNHv5PnxKw3Me3akfSQXudqyssPo0ePnjL7wb78fBh8fLROTiIi92TzIEliYqK82A+/YzgqKytl4BF27szFmTNVcqxi8fPPOzzwCHpIr3M1AQGB2LJpG77//nvEjI3HuYtjaURE7sluiUVL9hcqLRAz2vsCv/ALhH9goHbGOdr4tkHWGvfdUqEpFi1ahCeffBIzp8/EkmVLtFoiIveji6zW6pYKXti0Kcttt1Roiu/LDuKOu+7E+fNn8dFHm2V3JxGRO9LF3GS9pde5kpuCemHThg0y8ejI0SNh5uQDInJTugg+ekuvczVi9tu8BfNQXlaOZ556RqslInIvuuh2E9q0aePW22hfL/F6hSOVRxDgw11Pici96KLlI7dUUDP5tBrFxcUICgrG8PDh2JiZCYtFnzP9iEif9DPmI4c/Ws/qFzHZYPbMmTLtzrj4eBwuK9POEBG5Pt2M+agZDlrXu/+JDz6AhIQEefzEnDk6XeVERHrUrOAjGhvmqiqUV5Wjsur4ZceitN53pHZiG23l0tvaep7ad+yIdevWITk5Ge9mZmLGtGlMv0NEbsHmCQcipc3S5X9HzvZcnDlerrQ6DBfHHeofC1OmJGHmzOnaPfvTe3qdaykrKUF4VBTOnLHgm2/2yYwIRESuzKaWj3h3/cCDv8XChSkoyMuVed2+LP0Sh8sPywSYX3/9tTz+uuxree6H7w9qn+kYek+vcy1i+vWi556D2VyF309VWz/6n3RORO7MppZPUdFOhIUNlcdLlixBXGwsqsyVciM5URoNRpgt5ouln48/AoOC5eMdpTWk17mWlJRpyhuCdNkNt0z5vRjExktERC7IpuAza9YMLF26HG++uRqJiZO02pbTWtLrXIto8fx63DhszsnB2rVv4H//97faGSIi12JTt5vZrHZvuULgEVpLep1rES2dvyxbJo/nzXtWjgUREbkim4LPWK1rq6hgpyxbWmtKr3MtYv3Pv/61AT/++CNGK28Oyg5+r50hInIdNgWfGCX4REYOQuKkh+VMs5bWsXNnpdUjphgz+Ajjxo3Fc889h5KiAsx54g9aLRGR67BpzEcEnCefXoCVK9OVIDQUURHD0K1bN6UF0gFm8xmlFSJaIp6oqanGhQsXENK/P6JHjdI+2/7kmI+fF7IyWveEg/pOVp7EhAcmYOvWrfi//3sMc598Wq4LIiJyBc2e7dYUSUnJWLHCcTuatvZ1PlczcuRo5OZmY/Wbb2JSYqJWS0TUsmxu+Tz7/DPw8OgID1hw6kwlOnl1xgWD2u11oeYCPDw9ZFldfV62RsaOHSfPOcLZkyfh5eOHTZs2tOrZbo357LN8TJjwgGwdfvTBBwgJDdXOEBG1HJuCj6sRc+/atrItFa6HSHXU3tdXHots2NwBlYhaWrNyu1mdPm1B6ZdfyuwG4nay8kftjHOcV1o+akZru7wc3TH6+OC1116Vx48++qhLTBIhotat2VfrlJQUdOrUFjf/93+jb9++8ubTxQ/xifEoL3fORa6mpkb5KIIPZ7tdyUMPTcHcucnYtm0bHnjwQa2WiKhl2Bx8xGr6adNEOpeFWs2lMtdmYty40bLLx9F8/f0BH2ZzvpbU1DQMGjQI2dnZGD16NDNgE1GLsXnMJ/nxJPz15b/L3TQnTpyAPn36yEkG3sq/fV/uRea/PkBB0S4EK+c3bfq38rhe2mfaH9PrNF3+J/kYfe9oVFRUYPHihfjD439gDjgicj4RfK7XN8XFtX5+frUmk6n20DeHtNrLJSQkiMBWuyJtRe05rc4RThw7Jr9PVtYmrYauprBwh/zdiZ9ZRkaGVktE5Dw2dbvl7cyT75xXrFiNwKAr7x0z7+knZZmblys3PHAUpte5PqGhEdiUtQkDBoQiPj4e6956SztDROQcNgWfgqJSKC0fREWFazWN63vLbbIsL6+QpaMwvc71E28a3nlrnTye9vjjyMzMlMdERM5gU/Dx8/NCdXX1Nafs/qDNduvcuZMsHUWM+Ti0aaVTQcHB2LZtNzp08MScOXOQl5urnSEiciybgs+4cTEy+Dy9YMFVZ0x9lL1Rlv379ZGlo8gtFeTTaN1bKthCtF6f+/PLKC0txcNTp8rZia1zP1giciabgk+IKQxDhw5Beno65qTMR35+Pg4fLEN5+WG5tmfv3r3y3FN/mi8fPyrGsfnW1G20DTAYeNm0RWJCnNwYUGzDEBYVga/27tfOEBE5hs1TrfPy8jF83O2AtozHy8cLZ6osMJmCZJYDq7S0NLmtsyMxvY59LEldjj8+PQOm0EEozM2RmRGIiBzBppaPILprincW4zElsIiFi938AxAYGIDKykr0Dw1FXNxYfPzvfzs88AhMr2Mff5iTjGfnzcPh0hLEJybia6UkInIEuyUWFWM/YrGiGDMQpTMXLqpbKvRUWj4ZbPnYQUrKHCxcuBjR0bHYsiVLqyUish+7NRWswUZ01Th7xbyxQwflgxL8ON/ALmbPfhIzp0+X+wBFRY3E4YMHtTNERPbRpJaPyAMmpKbOlQsUy0pKMG3WLFnXFBERQzB3bop2z/445uMYS5cvxawZs+SW6TkbOQZERPbTpODTRrmwC1u2bEJ0dAyKigoRFjZA1jVF8qO/Q9pfV2r37E/dTM5HCT4fKsHnbq2Wmqvyxx+x8Nln8bdXXsGIESPk+N3dMTHwYBOTiJqpScEnNztbpq+JionWaoC8nFwtpc3VtfcFuncPREDAldPwNJcY8+nR82ZkZKxTgg+30ba3GdOmYXl6ujzevXs3wsOvntmCiOha7DbhoKWJ1hm73RxDBPehw4fLKfSRkdHI2ZjBLjgiahabJhyImW3vfZB9zf1gTlaexJo1a/DOO+9oNY7B9DqOJfZLEolI586ejT17PsXoeDEN+2vtLBHR9bMp+OwvKUTcb0bL8mqOHD2CBx54AKtXr9ZqHIPpdRxPJCJNXbQI9993v5wF9/iMx7UzRETXr0ndbqKF8/7mXLTTQlVJSSlmzZqBJUuex6/63Irqk5UwGo1o3749TluUEPDTOZiVzykq2o+lSxfLcZgs5Z2zo6gTDvywadMGbibnYOeUVubC55/FSy+9jF59+mHDutcRHGzSzhIRNU2Tx3zEIHNBQYF27/okJU3GihWrtHv2x6nWzrcoNRVPPv00U/EQkU2aHHzeeuufePPNt9GhgxEnTphl14tY/+HfORDwrEvoKWbAib11RGnw8EBQr16Y+cc/wvfGG7VH2J+15ZOV9T6nWjvJBYsFzykB6M8vLUe3bv5Y/dpriBg2TDtLRHR1Ns12KyraibCwofimuBhBppbvcmF6nZazcmU6pk6dhuDgYGzasMEl/h6IyPXZNOFAZDkQOb8Cg4K0mpbF9DotJykpGa+uWI3Kk5X4VVhfbM75iPsBEdE12ZzbTSSdbGoOt4x1jt2iuW3HjnK2m4VXvRYxJWkSMt7Jkr+DO+/6NTZyS24iugabg494hzt+/HgEBgbC39+/0VtHJSiIxZ///thxM90EdUsFweaXQ80kttgQrWHR/RYfH49lL758zXVgRNR62TTmI7ZNuDU8XG693BSOnoXG9Dqu43DZYdw+8naUl5UjNTUNc+c6fj8nInI/NjUVCvftk4FHzHZ7++33sW3bbvmONzQ0VHn3uwOb/r1J7mDq172HnGYtklE6khjzMZvFlqrsd2tpYjHqjk3b5O88JWUa+oaF49NPPtHOEhFpRMvneinvZkVrqfab4mKtprZWadlcVrdixQpZ9+a6DK3GMX5SbvBBrdLCUivIJURERMvfv5+f3yV/F0RENrV8DlcAXbt2vWRarcnUR5aF++q2Xh41NEqWu/NyZekocsxHNHw45uNStm3JwptvvokOHTwRHhWF5S+9rJ0hotbOpqu1t0H5RI9LP9XLq5MsP95eF2h636IGp6/LymTpKDU1NcpHI4zGC2oFuQQxGzIxMRH//Od7qKiowIw/PI6FC9WtGYiodbMp+ERHR+Po0aNy4oGVGPMRinIvb+WcPn1cO3IMb39/5aMZnFzlmsRMuIyMDPj5+clxoHWZ67QzRNRa2RR8BoWGoFMnH4xW3tVa9/fvE6x2u+0sKcG+A2rXW2HhZ7Ls5u+4jeQEdaq1WGHKbjdXFRcXhzX//Ce6d++O3z/ye7k99+nT1inyRNTa2HS1DgwKxsCBEXKH07CBA2UL6LZbb4FJGwO6/3/jZffK/fdPkPf7h4TI0lHUbjcRfNjt5spi7r4bhbkl6HZTNyxdvhRPPjlXO0NErY3NTYUVK5YhISEBBoNBZjQW/ftr0tYgNi4WJftLZPeKdTp24qRE7bMcg+l13EeAyQcfvv9vpSU0Funp6TJbemnJfk6SJ2plbFpkWp9Y4Cl2uqyvqGAnsnOKEGIKwlglGDmauHBxSwX3Y92WQXTFZWdnKH8vYU1O2URE7s3m4HOy8kd09r36Ngki7f7BsjJ06tQJN3brptXan7qlgo8SfD7klgpuRGxMl/mvd/HEE0/JrtM//elPePSRRxiAiFoBm7rdxJYKQ4ZGyjGfq/koJwe/uvlmzJ33lFbjGOLCZTSKzcw44cCdtO/YEYmJk/Dee+pU7McffxwzZs1iTjiiVsDGq7URJSUlGDl6NJYvX37Fi0UHMRYjy46ydBSm13FvYtzn1KlTGBM7Ro4D/ebecfLvi4j0y8bg014rgRkzZmD8tMbfrXp4qMGnuvqsLB1FbqnAXZzdmre3N9a+/Z5MRPrRRzno27cv4h+exlYQkU7ZGHzOyY9py5ahZ88eyFyVjkkPPXTZu9ULF6plafBw7DQ0ptfRB29vg8yE/cbq1QgMDJJ/V4mTfov9yt+VGD8kIv2w8WqtvhuNiIpR3qVulsdr335bvlvdmbtT3hesLR9jJ19ZOgrT6+jLbydNwlf7ChE3IQ7r17+LW5W/q88KC7WzRKQHNo/5qM7JhaXffPUV7rrzLlkzdORQzJ8/H6dPWy62fGrMaukonnJsSaTXYctHL8TasYw1GUj7y1/kVOzR4+7F8qVL5SxLInJ/Nl6trWM+agsoKDgYH+V8JN+pCgsWLMDtt996seVTY3bsmE+7G25QPoqAyJaP3iQ/9hjKy8vh799ZzoT7zbgE7QwRuTMbg4865lPXAlKtXrFOLvQUSUbF+M+0qQ/IekfPdvvp55+Vp8IxAT3L2rABEydMQFFRvpwd99aaNdoZInJHzRrzqT/rTRADxiLDwJZNW+T9/SXqNtsenmoLyFHM1dXKBwu4NlG/goKC8boScBYtWoSCggJMeOABbs9A5MZsCj4+xqtPIBBbKRcW7pB99cKZKmdsqaDEH87K1b3k5GQ5I866PcPChamXbO1BRO7B5vQ6x38oh3+3AO1e4z4r3IvPd+1AyIABCB88WKu1P6bXaX025+TgqZQUHDhwAGPGjMHcP81H395BTM1D5CaanVjUFYjkpj163oyMjHVK8InRaknvRIsnafp0vPHGG3KcUXTJiX2DiMj1NSn4jBw5Gm3aWPDyS8/DFBKG8vLDePDBqXILA7H2z7qVgej2auyN5913x+Kxx5K1e/YnElR28PJiVutWSGxIt3HjB3jiiSdw5MgRuYXHC8+9iMHDhmmPICJX1KTg06ZNG1luUS7u0crFvaioBGFhfWVdUyQlTcaKFau0e/Ynt1TwbYOsNQw+rZV4QzR69Djlb7NIjgclJc3A/JSZ7IYjclFNCj7Z2dmydTNkSIyc0SbybeXk5spWjljYKTILmM0GpbTI0mC4IG8Wi4csg4L6ITCol9xr1BE45kNW4m9VLHIWM+LuiRuL51IXoU9wMDy40yCRS9HNmE+Xrj2xZUsGoqPZ8mntysuPY+HCBTJDtrAhIwMxcXENVqURUUvSRT4apteh+gIC/JGWlobVr66WExHGxcdj0vjx+M8X3KaByFU0q+UjkoiuWpOOo0evvs4iOjoSM2fO0e7Zn+gGbNveF1lZGRzzoctMSkzEG2vXItDPD7Pnz0fSlCkcCyJqYTYFH3GxT3r0Uby2erVWc3XJj/4OaX9dqd2zPznbzc8HWRkbGHyoUatWvY6Xlv8ZB/YfwO+mPowpDz2CgWFhHAsiaiE2BR+xjXZY2FB5PHnyZEybNkUen6sElAbIZcfduwfLrhBHUcd8umLLliyO+dAVib+Th2dMRebaTHl/9auvYrzSCmIbiMj5bAo+YjaRyFy9LO3PmJ48S6ttOWeVlo+XXOfD2W50bateeQVLX34JJftLZEs5aUoS7rhzOLy9O2uPICJHs2mEvqKiQpauEHgEdUsFgVsq0LVNeeQRFO8rxuSJk+XU7HHx4/Dgg7/TzhKRM9iWWNTn6jndnO306dMwGn2UI/bfU9Oten3VxT2oMjPXY/To0XKxqiDGNYnIcWwKPjOn/w5dunRBSkqKS+ytb+zQAWazmHHHPX3o+ojdUouLi/HwZLUVNHDocLljaqXyhoaIHMem4OPr74+nnngKCxcuxCsrV8kEj2Lb7JbStmNHpTmm3SG6TmIr+FdWrcKOLTtwg/JnLHZMFa2gspIStoCIHMSmCQdioDYmNgbfffedvC/27fH29pbHjbkvLg7PLVqk3bM/ptchezl88CBW/eMfSP9buhxCvO++8XjumXno7OvLadlEdmRTy8dsqbwYeISjR4+itLT0irfqM2e0RzpGTU2N8tEoc8wRNUdgr15yNueGdzIQGBiIFSvS5TT+j3LztEcQkT3Y1PIRXWynqsqVd4LqfYtZiWLKsbjVP75gUcsOxg7KO8cb1Qc7AKdak6O8/PISPPPMYlRXV2PAgMF44bkF3K6ByA5sCj6uhul1yNEmTZokN60T4qYkY8nMZASZTPI+EV2/Zgefr0tL8dm+QjkOZOXv3w1RUbfjv37VB+3FZAAHY3odcrTzZy3Ysi0HLyxagm3bP5Z7Bk2ZMgXTpyejm3+A0sJXmvhE1GTNCj4pKQuxcOF85ajxmW4JCROxbt3r2j3HYXodciaxVYO4lZSob7jefXs14sdPksdE1DQ2B58//SkFzz67EH5d/RA9IhpBvXrJ9TbC1yVfY9uuHThcXobIIYOQkZGltIYcl9uNYz7UEpa88CL+/uoKOakmMjIa8+fPRVREBDNmEzWFCD628PPzE0Grdvfu3VrN5WJjY+VjVr/6qlbjGD+dOye/T1ZWllZD5DyzZ86Uf3/iJv7mD33zlXaGiK7EpqnWa17PkPndRDdXeHi4Vnu5p+fNlWVu3ieydJSffv4ZBoN4t2nTyyFqlkVLlsj/C3H3xMksCcNG3CW75UpLvtQeQUQN2XS13lWgDrhea3xlcHiELCsqjsnSUczV1bCIOd5MLEotRPxfyHgvA4WFO9CunQHTpk1DRNQwZGZmMksCUSNsCj6iS1use7jWf6rKH3/Ujhybekduoy272dnyoZYVGhqB7du3YZnSGhKzPuPj43F3bCw2KkHImrSUiGy8WicmTpDBZ37q1bdU2LV7jyz9fPxk6ShySwUZB9nyoZbXrVsAps+ciX2FnyFtbiq27PoY45Qg1KNHT6xZr25kR9Ta2RR8TEF9ZbfbwoWrcLis8XdzItloevpyeRwVHSNLRxFbKqjpddT7RK5AzHpLTp2LJanPazXAA+Pjlf836fL/B1FrZvNU6zlz5mDx4sXKu7keGDZs2CVTrcvKDqKgaLe6U2RkNP76zzfQq9dN8pwjcKo1uTrR5Za3cyfSl7+M7dt3wGTqh6QpD2HCxIkOXYZA5Kqauch0mnwXdyVj4xKwIWOdds9xmF6H3In4P5OWlioT8gYHB2PRokUYq/zdcn0QtSbNTq/zZUkpPivMlwvtrEQ24JCQEIT068f0OkSNKCsrxeuvr8E//vEKDh06gpiYkZic/AeMjRmO9kbH/58hamnNDj6ugOl1yF2Jv92nFyyQ64KEyMhBWL58mZw1R6RnupibLKdaK8xmTrUm9yJ2BU5LS8PnRUVISkrGgQNfIyxsKMb9z/8gNzdPdim7wlb1RPbWpJbP2rWrcO64AWbDGeCMF3wDLSgvNyNA+YeASqDc99JSUI7P+RzH0aMW3DFkECKir5wJobnUMZ/2yMrKYrcbuTUxe3RGygxkrlWnZAcEBWDezGcxKTEeRh/uFU/60aTg06ZNG+1IITLHizdi1vJajMBjSVPxl2V/0yrsT4z5dPLxw4YN73G2G+nC1pzN+NuqV7C/ZD9K9n+JyMgBSEx8FAlxY7ilN+lCk4LP6NGjtSOxdsGgtDQujzpXqhcmJCQgcZLjUs5bx3zY8iE9SklJwcKFC+WxyWTCs/NmcwsHcnvXPeHg/PkLaNfu8rGVK9ULVztnD3Kdj58XsjK4zof0SawTeuml5Xj77UwcPlwGU4gJf5w+G/eMjWVLiNzSdUeEKwWRqwUXRwYegel1SO8CAgLxwgtLcOjQN3j++WflAu7JDz+IocOH45VVK7VHEbkPx0YFJzn/88/KRwP45o9agzlzUnDi2DE89th0WCwWTJ06DVFRI7Fk+XLZQuLsOHIHugg+NdXVykeL8h+R0YdaBzFF+y9/WYavvvoK856dh+3bc/HHGTNk8tJ/vL5KexSR69JF8PH09FQ+itQkfMdHrc/8lPn46dw5PP300zCFDsLDD09Fz56/UlpEU7A5J0cuRSByNbrIcCC08W2DrDWc7UaUk52Ju0bHa/fUtUJvrngb0TFRWg1Ry9NFy0dMtUaVuskdUWsXExuHc5WVSE5OlluflJeVY3xivNxVVf5fIXIB+uh2Y3odokuIbAgibc+2j/OwYsUK+PvfKHdVvX1opOyO+6LkC+2RRC1DF1drOdVa4lRrovr63mJCUlISiov/g4yMDJw+fRIrV76GkL4hiFdaQ/uLirRHEjmXLoLPTz//DINB9Lmx5UN0JXFxcSj+4gu8/e7b8ljkjxsxapScpr3urbfkYzg5gZxFF1drc3U1LBbxn4YtH6Kr8b3xRoyPHy9bQd8UF2Pw4GFymvb9Eyagb9++mJ86C4fL6vbmInIUXQQfOeYjJxuw5UPUVEEmE95dvxbFShCaPXs2jh8/LndZvW3gYIwfPx7Z2dmyJcS3dOQIurhaM70OkW3ETsMiWanYylsEny1ZWUpraDDWr18vEwqHR0TgH6tWwVxVpX0GkX3oYp2PTCzq5YNNmzYgJobrfIiaQ2xRsmv3HmT+az0y3snA0aNHMWjQINxzz1jce288fhnUk1t9U7PpIvjUbamwCbGxMVotEdnD0qXLMWvWDO2emLiQgJSU6dzqm5pFH2M+TK9D5DAzZ06HeI+6evWbiI6OxeaPPpBbfY8YEYU1a9YgLy9f9j4QXQ+m1yGi6yIyZ6enL5aTE6wi74jE8qWLEGIKg4GpRqgJdDTm44VNm7I45kPkJAcPfo9X/vYySsvKkLs1FxXHKuTY0Nixccr/w1EIu/UWBiK6Io75EFGzif+Df/37eqSkTNNqDPL/4qLUVASHhqorIYjq0cWYj7e3t3bEMR+iliD2F5o7NxmHvjmEUCXYwGiR64RuDQvDrGmzUFnFhKZ0KV0EH6bXIXINgUGBKCwsRMG2AixbsgRDhgxFevpS3NLvNrlw9eX05cysTZLOut044YDI1RQV7cSsOU8jNydXq4H8fzp39myERUWxS66V0s+EAz8vZGV8qPxR363VEpEr2b+zBHmf52LdW69j+/YCdOjQAQMG9MNtt4bjnrgEREdzs7vWRBfBR+Sfatu+PVs+RG5kxowZyMnJQUlJibwvtgBPTZmDyEGD4B8YKOtIv3Q01ZrpdYjcjVgztGfPAXzwwTt4//2PcOTIEZhMwYiKisTw4TH4n3vHcbq2TnGqNRG5hNOnLXjjjZVYvnw5SkvrtnVYsmQJ4mJjZRZu0g99tHxOnoSXT3cl+GSw243IzYlu9J35+7B580a8/fZ6GYjEbNZgUxDG3D0GDz30EHr27Cmz2bNV5L50EXwEptch0qf8/HwsXr4Yu3btQnlZuawLNgVj/pRFuGPCIAQEcHzIHelozIfpdYj0THSvb/3kE+X/+QfYvCkXX3/7Lfz8uiI2ZhRGjIrB4MHhCA4KYmvITXDMh4jcUmZmJlatWiUzKVhNnjwBo0fH487IWHj7Mwi5Mt2M+fj4dceGDe8pwYfrfIhaiwsWC74sLcX7GzZg07+3Y+++T3Gi4gSC+/RBwj33wBQSgoFh4egdFMgWkYvRz5hPmzZc50PUypWWliEnJxuLFy/F4cNlss7Pzw/h4eGYPHEK4sfHyTpqefoZ85EZDhh8iEgluuPEZIWC3btRuHev3A5cBKLE//1fDLr9dgwcGIrevX7FFlEL4ZgPEeleWUkJdhbmYeHC5RczKlhbRNz2oWVwSwUi0j2xQDUxMQnFxcVIW5aGgKAAVFRUXNz2ITExHvuLimCuqtI+gxxNP91uTK9DRNchN2crykoP4F/ZH+GD7A9kndiJNTAwEHFxcXL90IioCHgYDPIc2Re73YiIFCKNz2uvvXaxW04IDg7GokWLZLJTbyUosWvOfvTR8mF6HSKyA5FfrvTLz1Cw53MUFeXjww8/wqFDR9ClSxf07t0HMaOiEK3chkaNRDtDO+2zyBa6CD4C0+sQkSOIyQoz5qRg48ZMrUadrJCUNAOxMZEIu/VWGH18tDPUVDoa82F6HSJyHOv2D59+shWbt27F7t275XXHZDIhpF8/hA8ejKioKPQJDuY4URNwzIeIyAaiRbR05Srk5mRfMk4kJi3ExIzDpPFjERgSwnGiK9DNmA/T6xBRSxBvfssOfo1du/dg//4SvP/+ezhy4gg8lbDTXwk+/fv3x7333ouhQ25Hx/Yd4WE06mONSzPpZ8yH6XWIyEUUFe3EypXrkZdXt0242JMoJiZauUaNxZTE8a1+nEg/Yz5Mr0NELka0ikpKS5GTk3NZmp+wsDAMCg2VyU8jIgYjMOAmOVbUWsaLOOZDROREGesysHbjWuTl5MksC1bijXNsbDTioqcgwKT/VpFuxny8fPyY4YCI3MbJypPYsWs38vN3ouTA59i1+3P8+OMPqK6uRqjSIoqKiMAdd94h88916tAJHTt31j5TH3QRfERGt7Yc8yEiN1ZebkZJSR5yczdi5cp1l7SKQgeFIjYmHomJcXJqtx7oquWTlfW+Enw4242I3F9eXj625mZjd0EBiv9TjG+/+VbWR0YOQt++IejX7zbl1h/BvXshsFcvec6d6GjMp6cSfJheh4j0Scygy1iTg4VLF2g1KuvWENMnTkGMG22Wp4vgIzC9DhG1FiIQpaQsRnb2Rq2mzrK0PyMp8WF57MrTufXR7cb0OkTUComUP19++TUOfP459heWIK8oDyX71XVFoaEhCDGFILiPCdOfmA5vo3XfM9ego243TrUmIiorLcXS5Suxbt0aVFiOwhRoQvG+Yu2s69DNhAOm1yEiqnPu7FkcPXIE5cqb84iICK3WdegixZCY/26xmJWjC2oFEVEr175jRwQFB7tk4BF0EXzEmA9TxxIRuQ9dBJ+a6mpANHzAPTSIiNyBLoKPp6en8tEAg0HkOiAiIleni+DTTuY8ssDC2ENE5BZ0EXzOnzypfBRdbrp4OUREuqePMZ+aGuWjCD6c7UZE5A50EXyMHTooH8xoJXswERG5PV0En7YdO8rZbhzzISJyDzoa8xE45kNE5A50M+ZjNIrsrQw+RETuQBdXa19/f5jNVcoR+92IiNyBLoIP0+sQEbkXfXS7Mb0OEZFb0UXwYXodIiL3oovgw/Q6RETuRRfBh+l1iIjciz7GfJheh4jIregi+DC9DhGRe9FF8GF6HSIi96KjMR+BYz5ERM117uxZrMtYh/Lyw7CY5ToWu9PNmA/T6xAR2ce3hw7h/vvuR48ePTE+MR6ZmZl2D0K6uFqLMR+m1yEisg+TyYTa2loUFxdjwIBILFu2CGHhg5EyZw5yc3NRefx4s6d36SL4yDEf0fAhIiK7EUHoqafmIC8vHxsy3gEM3hg/fjx69LwZLy1dCnOVeNNvG10En9NKFIb8GXC6GxGRIwQFByM1dS4K8wsRHR2BWbNmob2vLzZs2Kg94vq0UZpWtdqx2xKDY518uiMu7m4EB/eGpeYCzlSfhVeHjjB4esBsPq/cauDj443qmrOoqb4Azw4e6ODZUZ47YzkFL0MnGI3tLjtfVXW6yY9teL7izPEmP9Z63lnP0c9LZAJv2mOt5531etzhObryz9wdnqMr/8zd4Tk6+mcuHiteS3c/f1guQN4MSlPFWopb6ddlyPwgE2eqzijX3WBED70DkaOikJiYqF2Zr+6G+Qrt2G219fTEjTd2Rgcl2LRrFwCPG36Cp+c5eLbrLO8bDD/L++3b90bbG2rRufMvZWk95+v9X7IU9xue9/b2b/JjG5739KhSPr8PLJYj6ORlUuorZCnui/rGzjvrOV7tOVzpOd7Y+dZrft3Lzrft3PTHNjjv2s/x2r/LhufF7/baX/fS8507qnVNeezl5133OV7tOVzpOfr69r3m1214Xvxum/rYhudd+Tk25XfZ8Pz1XFuAGlmaa35SrqcXcOFCBS7UVitfo5csayxt0dnHE+3atkdpaSlOnDiBG7v2wjNPzYLB2LQtBnTR8iEiIscTU6835+Tig+xs/HC8HL0DgxFz9whEDB6BwKBA7VFNw+BDRERXVVZSgsXLl2DlytfQvXt3pKenIy4uTjtrGwYfIiK6xOnTJ7Fx4wco2LUL+Xv3wrdzZwyPjMTgiGiEhvaBt7fYSaB5GHyIiOgSZaWlGD1uHIKCgrAibcV1d6k1BYMPERFdRiwk9fX31+7ZH4MPERE5nS4WmRIRkXth8CEiIqdj8CEiIqdj8CEiIqdj8CEiIqdj8CEiIqdj8CEiIqdj8CEiIqdj8CEiIqdj8CEiIqdj8KEWl5+fjzZt2shbSso0rfbqSvfv145cg9jL/uabb5avITc3T6t1TyKppHgd/v7+MpW+1ejRo2X9mjVrtBoi2zH4UIvLy9uqHQELF6aj8scftXuXu2CxYOrUKYiIuVurcQ1GHx/4+HSRx12UY3dm9PKCyWTCBeWfT4CfVgv4aa/LIvZSJmomBh9qcRs3vivLiRMmyHL5316RZWM8DAa5oVXF0SNajevIWPcOCgt34Ja+N2s17soiP3oo/8zlbeWxsGjJIuX1FWNsrGsFfnJPDD7UovbtL8SOHUUYO3Ys4hISZN2eXTtgMZvl8ZV4Gj21I9dxU1AgQkMjmryHvesy4Pjx4/Dw8IAx4CetDggIEK/P5NA0+9R6cEsFajGnj5vx5IJZckvejIwMDBkyCD163Aw/Py/k5+UhyGTSHqkS4w9Fyi0+Pl7e37FlB45WHb1sO18xHrR+Yx7ydmYrl1EgNjYaERFDZGCoT4xtFCmPLS8vxwQl8BUVFGBjZh5Ky/dj0KBBmDR+vHwOYjxnXUYWCop2oaSkFNHRYzEhLvqy55ebm4OqqjO4IzLykgu0CKR5ubnYVVSG/H07UfHdUUyYENvoc2qM+Pz1mWvQvXsgIqJjsHJ5Ktav/xi/+U0kZkydAYOPj3yd4nUX5JRiTe4q+XlVVWbccccg5ec1Fv/1izB4+18aFEV4L1R+zmvXr5eva8iQYISFRWNQ6BDc3LcvfHyM8mdu/fr5Rfn4ruw7+XsSgUhYu3YVjEZfBAcFITg0FA3D7vr1a2AwtFd+B7HK49Sz4udZUlaMnJxcpdX7sVJvkN87Yfxk3BoSJh9DrYAIPkQt4eiRI7V+fn61PX/Zs/bEsWOybvr06eLNUO3cuXPl/fqUACXP1b/5eHXSztbWHlO+xtzZs2t79PiFPNeli19t9+7d5XGg8n3mzVuoPVK1dv27F7/OxAcflM/Fel/cxP1Nmz6oTUhIqPXy8rrknJePV+2Kv/5d+0oqJWDJc7t3F2g1tbVHjhyqVVp0tQaDUZ7r0qXLJc/phUVLtEdeWVXViVqTyVT7i1/8Qj4XwOPi1xKqz5ypnZ6crDzfrhfrg4OD5bH1Njnpd/KxVhUVFfJzxGPFefG1rY+9/fbb5Wvv2rXrxd+LMOH+++X5N998U6uplc9Lfv0HJ2o1l7L+TA99e0je//bb72qVQHSxXvwsrN9bac3WxsWNrTWf+Uk+lvSNwYdajLiIyQvXxMlaTW3tucpKWSduhYU7tNo63xQXXzwvjo8dUi9qP507Jy9qol5c0ESgsvrXvzZc/Jy5c1O12trarKysi/XiYpiamia/jngOkZFqILHe3nxztfycQ98cUu6rgUQ85pysVVk/Z9u23VpNbW3clGRZFxoaWrtF+X5Wb65eLevFTXy/qzl17tTFi7y4Pf/8s/K1r35VDQIrVqhfSwSchj+zFSvSLn6e9Zx4zsuWLJF1phCTUl8s64X6AV78TI5UHtHO1Mrfk6hvLPgkJdX9DuuzBhkRhMX3XbFixcWvv2VL3c9DPDdrUE5btkyrJT1j8KEWExc3Rl5sMjMztRrV2DH3yHpT6CD5rr4hcU68S65v05aPZb24rV79hlZbRwQE8S5ftDaOHT0q6959t67ls2DePFlnZQ2M4rZ7d10wEcRFX9SHhPSXwUoQ79WHDFGDz56CPbJuy5Yt8r7J1Ofi4+p7VvmeohUTF5eg1TTO2vIRX2vixIm1ZvPP2hnV9Md+L8+tfu3Slphw6lSVclFXWxbbNmzTamtrB2ittH9v2qTV1Fn45z/Lc92795DB3frdJk6YIOtFi9EqJCRE1iU1aFlZ1QUfNYhNVlqY4n7kHZGXvQ7xMxdvIFa/+qpWQ3rGCQfUIsRYwsaNm5UjI37z61+rlZqYu0fJsqSoAAV7Dsjjhjp5ddKOVDvrTddOHP8/2lGdqKhw9OvXG4crKrD/wB5Z1175ZzUwPFw7UimtCFkqLQOENzgXGOArS7O5+uLkguPlZljUSWLw7ewty9ycHFkmJNzf6CSElPnzceTIt8jIWKfVNM6jpu55zpiRhHbtLv1vu+wv6eJNJOLue0irqePt3Rm+vurzqbBUyFLYU1Aky1ExMbKs7zd3RcvSYqlRPt/7sllJHh7aC1VYrC8adbPiGidGjZRHac99+8fb8eqKl1Gu/NysEhMTobRGMWnKFDkeRfrG4ENOJ1aJZCsXZovFjO7dffBocrJcu/OIctGZMmkKcnM/Uh+oyNuarR1d6tSZU9qRqkIJKoIIGleabRbcu58sv/zyoCzPKf+senT/hXaksl5T/Xy81IN6fOqt47HOygsIMMKgXl9x8uxZWR4u/0GWQb2DZNkY68D91VzwVJ9nhw4dYArqK48bc+jQV1inBLIXXngBs6bNwfjx43Fr35tRUm+hqCAmWijPHEOGDFErGujeNQBKi0XOdqvPw0N9gRcuaC9UYbC+aNTNimuc+gN9fNpjFwP7tBkz0KNHe9x1111ImTMHn3ySd/Hn2fhvkPSEwYecTvzRiQuPcPToUbz62mty7Y4oX3vjNWRmfiDPCRs/aDz41JhrtCOVxaJeoK0Xtsa0bddRlhcuqIsk27eva1G0a3/pO/eL19RGtKn7tEsCnfVzamq056a0HARjh+ZdSj3aqV+4puYCKsvl4SXEBTs+MR633NIP9993P2bPno2l6Yuxfv16BAbV/TzM5kpZlh8+LktfX7UF15BFCS4iu4H4OVXWC9AXLqgBpH7Lpy741NXV1/B831tuw1dffSVnN4oZcEKO8kZk4eLFiIwcjlvDwpCTrbYYSd8YfMjprOlnxLvruXOTG71ZL0wFBQWybMirQYvkp7pr5BUZrxJQrkztsqqvsrxKO7qU9qZddlXZk+W0+oV9lNfsGyAPL7F06VJkrs3U7gG/+/1EbMnKwrnKSrz99gaEhobKejElWjCb1edv9LlSUKzr9Arwufwbtte60ASz9UXX68Ksr65b7tLvJabHiy42MV0+Okbt5hNEK23Nmte1e6RnDD7kdFtz1NaM6BZKTU1r9CYummKtjRAfP1qWgkivI0ulFVBfn359ZJmdnY3Tp0/K44b2flEsy6Deamvg3Lm6iHX+/HntSHXxmonTWlmnsW438XDrm3zr1wq46SZZlpaUybIxv/99ElJS5uBk5ZVTChk81QW11dXV+Ml4gzy2Et///Q2b5LX9tRWr5djPyvTXES3W1Yj1OR7n6wUAlTgnuvBEwDqndRHWV11Vc7GrTqzFsv6kL2iXi3P1WjnWls3PjUR/8dzEc9buyY/79u1T3nxkX/z6EdER2LJpC44cOYa0tGWybpfyhkOsBWISH31j8CGn+yg3V5ZxcWrrpjHe3gase119B5yZWXexEul1hLqLmuqWW27RjoDt23doR3XExeybA2oy0tD+6uLQS7rd2rXTjlQXe4saUb/bzaJ1u4mHWz/H2u0WNUKdOJGTU9cqqU9Muvjb3/6OhQsXo2N7tUuwUdogvXjNFWXfyWMr0e13rOqobKyMqteCsPr20CHsbyQJ64AB6vjXrt3bZFnfZ8WfydJsMaNtW/PFi4Sn4fKsEoGB6pjVl6WXf4+Vq1ZdFnyefPJJjBw5GilL0+V9q4AAf9kaMplMqFRabKJ7kRcnfePvl5yqcOdOfL7/c9nlFtJP7Q66ksCgIPTrFyKPd35SN5tN5SFbOXv37pX3htx+OyIj1ZbSE088ITMvixaQePf9wcaNuDU8XM50e/7Z59HNX+tKqjdG3rDlU+fyC25tvTf5Bq3lc/q05WJryVNrqdwxfKjsPty+vQCTEhMvaZW9pTy/8Kgo2QLZvXv3FSdJCBfOq19YPNZH+bk11KVLF9ny+cc/30LlcXU8R0wqWLcxG1MeqpsB99VX+7QjJfDfo6Yy+lPKItkSES2g8vLD2JiZiaeffFqe6+DZQWnl1P2QrGM+8Kj7mUyeqH6dzz8vxaJFy1FW9rV8o/DS8uWYNm1avTRIamQeNWqkLDNXpePll5dcfL7l5cexcuUq+blhYWEIMLl3clZqAjnhmshJkpPVRZdi8WVTWNeWiPUfVuJY1ImbWEdSf5Fm3IS4i+ca3houhHz73bcvnisurltoKYh1QaJeLBxtSCwWFefEos76Bg0a0ujXEgs5rd+n4a0pCypPHTsn1/mIrAqNsS4Ybewmsi6kpqoLTev/DAXr76LhTbyugKAAuehT/Gyt+Qasvwvxc7M6cuTcFb+OWLBqXTh65IiaKUGsd6q/YLaxW/1FuqRfN8xXKL9wIocTffhF+fkYMWIEHnvkITmj6lp6Bwej1003IbBXkNKyGSbrIpRWjJfSuvAP8EdIcH8MHTlUrmcRxsePR5TSovD19kbQTb1xc99fKe/y78GcJ5/C1N89irZaq0Ro3/YG+HfxQ8TgwYgeNQodO9Z1fYkuNPH8Bg+OwIABA7ValdHLCB+vToiJGYX+t4Rc7Ao0eBgwMLQ/opTXV/9rJdyXgP79+yMoIBg3BXbDf5uCMTb2HjyT+hRix4xFu3ZXbvUIbW6woJ3BiBDlawy4PUw5vrSLUKxDul15DTcFdIOPbxcMUJ7DuDG/QdKjj+CJWU/g7jsj0anTjWjrUas85xi00aZQi1bZwIHhyjkjAgN7YfjwCNyjPJ/5zzyLnl0DMGhABEKHDUR77fuJqdY3/aI3fjP617jxxhtlnegejYmORoipH9ob26GPyYRhw27H00+n4t57ldd2ww0Iu+02+bMSP3vxs1KClfI7ikaQ0rLt1q2rnKEovvekSZOwMv3vuPW2K08nJ/1gYlEiInKyWo75EBGRE9WexIF/TmfwISIiJ/vJzG43IiJystoTDD5EROR87HYjIiKnY/AhIiKnY/AhIiKnY/AhIiKnY/AhIiKnY/AhIiKnY/AhIiKnY/AhIiKnY/AhIiKnY/AhIiKnY/AhIiKnY/AhIiInA/4/vvZKpfBTOfEAAAAASUVORK5CYII=" width="266" height="251">   <strong>[<span style="background-color: #ffffff;">✔</span>]</strong></p>
<p> </p>
<p><em><strong>Note:</strong> <span style="background-color: #ffffff;">Accept any negative sloping line.</span></em></p>
<p><em><span style="background-color: #ffffff;">Do <strong>not</strong> award mark if line touches either axis.</span></em></p>
<div class="question_part_label">b(iv).</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Some candidates appeared to be unfamiliar with the term “sublimation”. Whilst most students correctly identified the noble gases as the group most likely to sublime there were a variety of other answers. Many students referred to “low melting and boiling points” rather than identifying the difference between these as the key factor.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most students realised that density peaks around the middle of each of these periods, though a significant minority seemed unaware of the significance of “periods” and just reported the overall general increase in density.</p>
<div class="question_part_label">b(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Poorly answered. Some students seemed unaware of the terms “lanthanoids” and “actinoids”. Many others just stated the actinoids because they had greater atomic masses, without adding that the bonding, and hence the volume occupied by each atom, would be similar to the lanthanoids. Others responded in terms of the given data, but this required rather more justification than just stating “as can be seen from the graph”.</p>
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Almost all candidates gained some credit on this question and many obtained full marks. Students were generally aware that s-block elements are more reactive than d-block ones and hence are more easily oxidised. Many correctly linked this to lower melting points and densities. Often a causal relationship was implied (more reactive because of their low density/mp) but this was not penalised. A significant minority of students referred to only one of the physical properties; not reading the question fully?</p>
<div class="question_part_label">b(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most students sketched a negative correlation between IE and radius, but then many lost the mark by drawing a line that met an axis; it is not possible for either to have a value of zero.</p>
<div class="question_part_label">b(iv).</div>
</div>
<br><hr><br><div class="specification">
<p>Antacids react with hydrochloric acid in the stomach to relieve indigestion. A student&nbsp;investigated different brands of antacid to see which caused the largest increase in pH in&nbsp;a given time. She added the antacids to hydrochloric acid, and recorded the change in pH&nbsp;over five minutes.</p>
<p><img src="data:image/png;base64,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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State an equation for the reaction of magnesium hydroxide with hydrochloric acid.</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>Suggest two variables, besides the time of reaction, which the student should have controlled in the experiment to ensure a fair comparison of the antacids.</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>Calculate the uncertainty in the change in pH.</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>The student concluded that antacid <strong>B</strong> was the most effective, followed by <strong>A</strong> then <strong>C</strong> and finally <strong>D</strong>. Discuss two arguments that reduce the validity of the conclusion.</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>Mg(OH)<sub>2</sub> (s) + 2HCl (aq) → MgCl<sub>2</sub> (aq) + 2H<sub>2</sub>O (l)</p>
<p><em>Accept full or net ionic equation.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Any two from:</em></p>
<p>volume «of HCl»</p>
<p>concentration «of HCl»/[HCl]</p>
<p>temperature «of HCl»</p>
<p>mass of antacid/tablets</p>
<p>size of antacid particles/tablets</p>
<p><em><strong>OR</strong></em></p>
<p>surface area of antacid «particles»/tablets</p>
<p><em>Accept “number of tablets/different doses”.</em></p>
<p><em>Do <strong>not</strong> accept “same pH meter” <strong>OR </strong>“initial pH” <strong>OR</strong> “concentration of antacid/[antacid]”.</em></p>
<p><em>A variable must be given so do not accept answers such as “stirring”, “whether tablets are whole or crushed” etc.</em></p>
<p><strong><em>[Max 2 Marks]</em></strong></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>(±) 0.04</p>
<p><em><strong>OR</strong></em></p>
<p>(±) 0.03</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Any two of:</em></p>
<p>uncertainty «(±)0.04/(±)0.03» means <strong>A</strong> and <strong>C</strong> cannot be distinguished</p>
<p>each measurement was conducted once</p>
<p>stomach pH should not be raised a lot «so antacid <strong>B</strong> is not necessarily effective»</p>
<p>mass/number of tablets/dose «of antacid» used was not controlled</p>
<p>actual environment in stomach is different</p>
<p><em>Accept “amount of tablets” for “dose”.</em></p>
<p><em>Do <strong>not</strong> accept “nature/composition of tablets differs”.</em></p>
<p><em>Accept an answer such as “time frame is too short since some antacids could be long-acting drugs if they contain a gelatinisation/delaying agent” but not just “time frame is too short since some antacids could be long-acting drugs”.</em></p>
<p><strong><em>[Max 2 Marks]</em></strong></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>
<br><hr><br><div class="specification">
<p><span style="background-color: #ffffff;">A student investigated how the type of acid in acid deposition affects limestone, a building material mainly composed of calcium carbonate.</span></p>
<p><span style="background-color: #ffffff;"><img style="margin-right: auto; margin-left: auto; display: block;" 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" width="389" height="173"></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">The student monitored the mass of six similarly sized pieces of limestone. Three were placed in beakers containing 200.0 cm<sup>3</sup> of 0.100 mol dm<sup>−3</sup> nitric acid, HNO<sub>3</sub> (aq), and the other three in 200.0 cm<sup>3</sup> of 0.100 mol dm<sup>−3</sup> sulfuric acid, H<sub>2</sub>SO<sub>4</sub> (aq).</span></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;"><img style="margin-right: auto; margin-left: auto; display: block;" 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" width="556" height="361"></span></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">The limestone was removed from the acid, washed, dried with a paper towel and weighed every day at the same time and then replaced in the beakers.</span></span></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">The student plotted the mass of one of the pieces of limestone placed in nitric acid against time.</span></span></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;"><span style="background-color: #ffffff;"><img style="margin-right: auto; margin-left: auto; display: block;" 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" width="547" height="507"></span></span></span></p>
<p style="text-align: center;"><span style="background-color: #ffffff;"><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">[Source: © International Baccalaureate Organization 2019]</span></span></span></p>
</div>

<div class="specification">
<p>The student hypothesized that sulfuric acid would cause a larger mass loss than nitric acid.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span style="background-color: #ffffff;">Draw a best-fit line on the graph.</span></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><span style="background-color: #ffffff;">Determine the initial rate of reaction of limestone with nitric acid from the graph.</span></p>
<p><span style="background-color: #ffffff;">Show your working on the graph and include the units of the initial rate.</span></p>
<div class="marks">[3]</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;">Explain why the rate of reaction of limestone with nitric acid decreases and reaches zero over the period of five days.</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 style="background-color: #ffffff;">Suggest a source of error in the procedure, assuming no human errors occurred and the balance was accurate.</span></p>
<div class="marks">[1]</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;"><span style="background-color: #ffffff;">Justify this hypothesis.</span></span></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><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">The student obtained the following total mass losses.</span></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;"><img 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" width="546" height="98"></span></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">She concluded that nitric acid caused more mass loss than sulfuric acid, which did not support her hypothesis.</span></span></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">Suggest an explanation for the data, assuming that no errors were made by the student.</span></span></span></p>
<div class="marks">[1]</div>
<div class="question_part_label">c(ii).</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">best-fit smooth curve ✔</span></p>
<p><em><span style="background-color: #ffffff;">NOTE: Do <strong>not</strong> accept a series of connected lines that pass through all points <strong>OR</strong> any straight line representation. </span></em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">tangent drawn at time zero ✔<br>g day<sup>−1</sup> ✔<br>0.16 ✔</span></p>
<p> </p>
<p><em><span style="background-color: #ffffff;">NOTE: Accept other reasonable units for initial rate eg, mol dm<sup>−3</sup> s<sup>−1</sup>, mol dm<sup>−3</sup> min<sup>−1</sup>, g s<sup>−1</sup> <strong>OR</strong> g min<sup>−1</sup>.</span></em></p>
<p><em><span style="background-color: #ffffff;">M3 can only be awarded if the value corresponds to the correct unit given in M2.<br>Accept values for the initial rate for M3 in the range: 0.13 − 0.20 g day<sup>−1</sup> <strong>OR</strong> 1.5 × 10<sup>−6</sup> g s<sup>−1</sup> − 2.3 × 10<sup>−6</sup> g s<sup>−1</sup> <strong>OR</strong> 7.5 × 10<sup>−8</sup> − 1.2 × 10<sup>−7</sup> mol dm<sup>−3</sup> s<sup>−1</sup> <strong>OR </strong>4.5 × 10<sup>−6</sup> − 6.9 × 10<sup>−6</sup> mol dm<sup>−3</sup> min<sup>−1</sup> <strong>OR</strong> 9.0 × 10<sup>−5</sup> − 1.4 × 10<sup>−4</sup> g min<sup>−1</sup> <strong>OR </strong>a range based on any other reasonable unit for rate.</span></em></p>
<p><em><span style="background-color: #ffffff;">Ignore any negative rate value.<br>Award<strong> [2 max]</strong> for answers such as 0.12/0.11 g day<sup>−1</sup>, incorrectly obtained by using the first two points on the graph (the average rate between t = 0 and 1 day).<br>Award<strong> [1 max]</strong> for correctly calculating any other average rate.</span></em></p>
<div class="question_part_label">b(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">acid used up<br><strong>OR</strong><br>acid is the limiting reactant ✔</span></p>
<p><span style="background-color: #ffffff;">concentration of acid decreases<br><strong>OR</strong><br>less frequent collisions ✔</span></p>
<p><em><span style="background-color: #ffffff;">NOTE: Award<strong> [1 max]</strong> for "surface area decreases" if the idea that CaCO<sub>3</sub> is used up/acts as the limiting reactant” is conveyed for M1. </span></em></p>
<p><em><span style="background-color: #ffffff;">Do <strong>not</strong> accept “reaction reaches equilibrium” for M2.</span></em></p>
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">surface area not uniform<br></span><span style="background-color: #ffffff;"><em>NOTE: Accept “acids impure.</em><br></span></p>
<p><span style="background-color: #ffffff;"><em><strong>OR</strong></em><br>limestone pieces do not have same composition/source<br><em>NOTE: Accept “«limestone» contains impurities”.</em></span><span style="background-color: #ffffff;"><br></span></p>
<p><span style="background-color: #ffffff;"><em><strong>OR</strong></em><br>limestone absorbed water «which increased mass»</span></p>
<p><span style="background-color: #ffffff;"><em><strong>OR</strong></em><br>acid removed from solution when limestone removed<br><em>NOTE: Accept “loss of limestone when dried" <strong>OR</strong> "loss of limestone due to crumbling when removed from beaker”.</em><br></span></p>
<p><span style="background-color: #ffffff;"><em><strong>OR</strong></em><br>«some» calcium sulfate deposited on limestone lost</span></p>
<p><span style="background-color: #ffffff;"><em><strong>OR</strong></em><br>pieces of paper towel may have stuck to limestone</span></p>
<p><span style="background-color: #ffffff;"><em><strong>OR</strong></em><br>beakers not covered/evaporation</span></p>
<p><span style="background-color: #ffffff;"><em><strong>OR</strong></em><br>temperature was not controlled ✔</span></p>
<div class="question_part_label">b(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">sulfuric acid is diprotic/contains two H<sup>+</sup> «while nitric acid contains one H<sup>+</sup>»/releases more H<sup>+</sup> «so reacts with more limestone» <br><em><strong>OR</strong> <br></em>higher concentration of protons/H<sup>+</sup> ✔</span></p>
<p><em><span style="background-color: #ffffff;"> NOTE: Ignore any reference to the relative strengths of sulfuric acid and nitric acid. <br>Accept “sulfuric acid has two hydrogens «whereas nitric has one»”. <br>Accept "dibasic" for "diprotic".</span></em></p>
<div class="question_part_label">c(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">calcium sulfate remained/deposited on limestone «in sulfuric acid»<br><em><strong>OR</strong></em><br>reaction prevented/stopped by slightly soluble/deposited/layer of calcium sulfate ✔</span></p>
<p><em><span style="background-color: #ffffff;"> NOTE: Answer must refer to calcium sulfate.</span></em></p>
<div class="question_part_label">c(ii).</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(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b(iii).</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c(ii).</div>
</div>
<br><hr><br><div class="specification">
<p><span class="fontstyle0">An investigation was carried out to determine the effect of chain length of the alcohol on the equilibrium constant, </span><math xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>K</mi><mi mathvariant="normal">c</mi></msub></math><span class="fontstyle0">, for the reversible reaction:</span></p>
<p style="text-align: center;"><span class="fontstyle0"><math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><mi>ROH</mi><mo>+</mo><msub><mi>CH</mi><mn>3</mn></msub><mi>COOH</mi><mover><mo>⇌</mo><mrow><msup><mi mathvariant="normal">H</mi><mo>+</mo></msup><mfenced><mi>aq</mi></mfenced><mo>&nbsp;</mo></mrow></mover><msub><mi>CH</mi><mn>3</mn></msub><mi>COOR</mi><mo>+</mo><msub><mi mathvariant="normal">H</mi><mn>2</mn></msub><mi mathvariant="normal">O</mi></math></span></p>
<p><span class="fontstyle0">The reactants, products and the catalyst form a homogeneous mixture.</span></p>
<p><span class="fontstyle0">Fixed volumes of each alcohol, the ethanoic acid and the sulfuric acid catalyst were placed in sealed conical flasks.</span></p>
<p><span class="fontstyle0">At equilibrium, the flasks were placed in an ice bath, and samples of each flask titrated with <math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><mi>NaOH</mi><mo> </mo><mo>(</mo><mi>aq</mi><mo>)</mo></math></span><span class="fontstyle0">&nbsp;to determine the ethanoic acid concentration present in the equilibrium mixture.</span></p>
<p><span class="fontstyle0">The following processed results were obtained.</span></p>
<p><span class="fontstyle0"><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/png;base64,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" width="529" height="201"></span></p>
<p style="text-align: center;"><span class="fontstyle0"> © International Baccalaureate Organization 2020 <br> </span></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span class="fontstyle0">Identify the independent and dependent variables in this experiment.</span></p>
<p><span class="fontstyle0"><img src="data:image/png;base64,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" width="655" height="222"></span></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><span class="fontstyle0">The ice bath is used at equilibrium to slow down the forward and reverse reactions. Explain why adding a large amount of water to the reaction mixture would also slow down </span><span class="fontstyle2"><strong>both</strong> </span><span class="fontstyle0">reactions.</span></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><span class="fontstyle0">Suggest why the titration must be conducted quickly even though a low temperature is maintained.</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">An additional experiment was conducted in which only the sulfuric acid catalyst was titrated with <math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><mi>NaOH</mi><mo> </mo><mo>(</mo><mi>aq</mi><mo>)</mo></math></span><span class="fontstyle0">. Outline why this experiment was necessary.</span></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><span class="fontstyle0">Calculate the percentage uncertainty and percentage error in the experimentally determined value of </span><math xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>K</mi><mi mathvariant="normal">c</mi></msub></math> <span class="fontstyle0">for methanol.</span></p>
<p><img src="data:image/png;base64,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" width="709" height="290"></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><span class="fontstyle0">Comment on the magnitudes of random and systematic errors in this experiment using the answers in (e).</span></p>
<div class="marks">[2]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span class="fontstyle0">Suggest a risk of using sulfuric acid as the catalyst.</span></p>
<div class="marks">[1]</div>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>Independent variable:</em><br>chain length <em><strong>OR</strong></em> number of carbon «atoms in alcohol»<br><em><strong>AND</strong></em><br><em>Dependent variable:</em><br>volume of <math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><mi>NaOH</mi></math> <em><strong>OR</strong></em> <math xmlns="http://www.w3.org/1998/Math/MathML"><msub><mi>K</mi><mi>c</mi></msub></math>/equilibrium constant <em><strong>OR</strong></em> <span style="text-decoration: underline;">equilibrium</span> concentration/moles of <math xmlns="http://www.w3.org/1998/Math/MathML" class="wrs_chemistry"><msub><mi>CH</mi><mn>3</mn></msub><mi>COOH</mi></math> ✔</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>dilution/lower concentrations ✔</p>
<p>less frequent collisions «per unit volume» ✔</p>
<p><em>Accept “lowers concentration of acid catalyst” for M1. M2 must refer to increase in activation energy or different pathway.</em></p>
<p><em>Do <strong>not</strong> accept responses referring to equilibrium.</em></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>equilibrium shifts to left<br><em><strong>OR</strong></em><br>more ethanoic acid is produced «as ethanoic acid is neutralized»<br><em><strong>OR</strong></em><br>prevents/slows down ester hydrolysis ✔</p>
<p><em>Accept “prevents equilibrium shift” if described correctly without direction.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>to determine volume/moles of <math class="wrs_chemistry" xmlns="http://www.w3.org/1998/Math/MathML"><mi>NaOH</mi></math> used up by the catalyst/sulfuric acid «in the titration»<br><em><strong>OR</strong></em><br>to eliminate/reduce «systematic» error caused by acid catalyst ✔</p>
<p><em><br>Do not accept “control” <strong>OR</strong> “standard” alone.</em></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Percentage uncertainty:</em><br><math xmlns="http://www.w3.org/1998/Math/MathML"><mo>«</mo><mfrac><mrow><mn>0</mn><mo>.</mo><mn>4</mn><mo>×</mo><mn>100</mn></mrow><mrow><mn>6</mn><mo>.</mo><mn>5</mn></mrow></mfrac><mo>=</mo><mo>»</mo><mn>6</mn><mo>«</mo><mo>%</mo><mo>»</mo></math> ✔</p>
<p><em>Percentage error:</em><br><math xmlns="http://www.w3.org/1998/Math/MathML"><mo>«</mo><mfrac><mrow><mn>6</mn><mo>.</mo><mn>5</mn><mo>-</mo><mn>5</mn><mo>.</mo><mn>3</mn></mrow><mrow><mn>5</mn><mo>.</mo><mn>3</mn></mrow></mfrac><mo>=</mo><mo>»</mo><mn>23</mn><mo>«</mo><mo>%</mo><mo>»</mo></math> ✔</p>
<p><em>Award <strong>[1 max]</strong> if calculations are reversed <strong>OR</strong> if incorrect alcohol is used.</em></p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Any two:</em></p>
<p>large percentage error means large systematic error «in procedure» ✔</p>
<p>small percentage uncertainty means small random errors ✔</p>
<p>random errors smaller than systematic error ✔</p>
<p><em><br></em><em>Award <strong>[2]</strong> for “both random and systematic errors are significant.”</em></p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>corrosive/burns/irritant/strong oxidizing agent/carcinogenic<br><em><strong>OR</strong></em><br>disposal is an environmental issue<br><em><strong>OR</strong></em><br>causes other side reactions/dehydration/decomposition ✔</p>
<p><br><em>Do <strong>not</strong> accept just “risk of accidents” <strong>OR</strong> “health risks” <strong>OR</strong> “hazardous”.</em></p>
<div class="question_part_label">g.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Well answered. Students mostly identified (alcohol) chain length as the independent variable and K<sub>c</sub>&nbsp;at the dependent. For the latter [ethanoic acid] at equilibrium was another popular choice with some students neglecting to clarify "equilibrium" which was needed for the mark. This evidences an issue already&nbsp;identified in the Internal assessment that very often students only identify the processed variables. The&nbsp;proportion of students referring to volume of NaOH was too low for expectations.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>A significant number of students scored at least one mark, usually the first and many both. Weaker&nbsp;students lost the second mark by referring to less collisions instead of less frequent collision or other words&nbsp;to this effect. Very few students referred to more diluted catalyst and of those even less were able to&nbsp;provide an adequate explanation in terms of the increased Ea. Many students tried to answer this question&nbsp;in terms of equilibrium instead of kinetics. There were also several responses that replied as if the dilution&nbsp;would only occur for part of the reaction or individual reactants instead of the entire solution.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Not well answered and of the few students that replied correctly most referred to preventing&nbsp;equilibrium shift and few candidates identified the direction of the shift. It was rather common to see answers where Le Chatelier's principle was stated without any attempt in adapting it to the context. Very&nbsp;few students described the specific equilibrium shift that could occur during the titration, changing the results.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Some students achieved on mark. Many answers referred simple to "control" or "standard" underlining the lack of some skills as also identified in the Internal assessment. Once again very few students had the&nbsp;specific details necessary to explain why this separate titration was needed in their response to receive a&nbsp;mark.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many students scored both points and others at least one. Weaker students inverted the calculations.</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Of the many students that obtained the mark most did through the first alternative and a lesser&nbsp;percentage through the third. Many students were unable to relate their calculations from 2e (percentage&nbsp;error and percentage uncertainty) to systematic error and random error. They either compared the&nbsp;calculations to incorrect errors or in some cases did not discuss the errors at all. Once again this points to&nbsp;a general lack on experimental understanding.</p>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Most students received a mark for this question base on specific hazards. Very few students related disposal to environmental issues which isn't surprising as this is often missed in the Internal Assessment.&nbsp;Weaker students provided vague answers related to health issues which did not receive a mark. Some&nbsp;students misunderstood the question.</p>
<div class="question_part_label">g.</div>
</div>
<br><hr><br><div class="specification">
<p><span style="background-color: #ffffff;">This question is about a mug made of a lead alloy.</span></p>
<p><img style="margin-right: auto; margin-left: auto; display: block;" 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" width="172" height="202"></p>
<p><span style="background-color: #ffffff;">The rate of lead dissolving in common beverages with various pH values was analysed.</span></p>
<p><img style="margin-right: auto; margin-left: auto; display: block;" 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" width="601" height="408"></p>
</div>

<div class="specification">
<p><span style="background-color: #ffffff;">Bromine and methanoic acid react in aqueous solution.</span></p>
<p><span style="background-color: #ffffff;">Br<sub>2</sub> (aq) + HCOOH (aq) → 2Br<sup>−</sup> (aq) + 2H<sup>+</sup> (aq) + CO<sub>2</sub> (g)</span></p>
<p><span style="background-color: #ffffff;">The reaction was monitored by measuring the volume of carbon dioxide produced as time progressed.</span></p>
<p><span style="background-color: #ffffff;"><img style="margin-right: auto; margin-left: auto; display: block;" 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" width="713" height="511"></span></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span style="background-color: #ffffff;">Determine from the graph the rate of reaction at 20 s, in cm<sup>3</sup> s<sup>−1</sup>, showing your working.</span></p>
<div class="marks">[3]</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;">Outline, with a reason, another property that could be monitored to measure the rate of this reaction.</span></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><span style="background-color: #ffffff;">Examine, giving a reason, whether the rate of lead dissolving increases with acidity at 18 °C.</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;">Describe <strong>one</strong> systematic error associated with the use of the gas syringe, and how the error affects the calculated rate.</span></p>
<div class="marks">[2]</div>
<div class="question_part_label">c(i).</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span style="background-color: #ffffff;">Identify <strong>one</strong> error associated with the use of an accurate stopwatch.</span></p>
<div class="marks">[1]</div>
<div class="question_part_label">c(ii).</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">tangent drawn to curve at t = 20 s&nbsp; <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">slope/gradient calculation&nbsp; <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">0.35 «cm<sup>3</sup> s<sup>–1</sup>»&nbsp; <strong>[✔]</strong></span></p>
<p>&nbsp;</p>
<p><em><span style="background-color: #ffffff;"><strong> Note:</strong>&nbsp;Accept values in the range 0.32–0.42 «cm<sup>3</sup> s<sup>–1</sup>».</span></em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;"><em><strong>ALTERNATIVE 1</strong></em><br>colour&nbsp; <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">Br<sub>2</sub>/reactant is coloured «Br<sup>–</sup> (aq)/product is not»&nbsp; <strong>[✔]</strong></span></p>
<p><em><span style="background-color: #ffffff;"><strong>Note:</strong>&nbsp;Do <strong>not</strong> accept “changes in temperature” or “number of bubbles”.</span></em></p>
<p>&nbsp;</p>
<p><span style="background-color: #ffffff;"><em><strong>ALTERNATIVE 2</strong></em><br>conductivity&nbsp; <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">greater/increased concentration of ions in products&nbsp; <strong>[✔]</strong></span></p>
<p>&nbsp;</p>
<p><span style="background-color: #ffffff;"><em><strong>ALTERNATIVE 3</strong></em><br>mass/pressure&nbsp; <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">gas is evolved/produced&nbsp; <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;"><em><strong>Note</strong>:&nbsp;Do <strong>not</strong> accept “mass of products is less than mass of reactants”.</em></span></p>
<p><span style="background-color: #ffffff;"><br><em><strong>ALTERNATIVE 4</strong></em><br>pH&nbsp; <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">methanoic acid is weak <em><strong>AND</strong> </em>HBr is strong<br><em><strong>OR</strong></em><br>increase in [H<sup>+</sup>]&nbsp; <strong>[✔]</strong></span></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">no <em><strong>AND</strong> </em>experiment 7/beer has lowest rate and intermediate acidity/pH<br><em><strong>OR</strong></em><br>no <em><strong>AND</strong> </em>experiment 6/orange juice has fastest rate but lower acidity/higher pH than experiment 5/lemonade<br><em><strong>OR</strong></em><br>no <em><strong>AND</strong> </em>experiment 6/orange juice has highest rate and intermediate acidity/pH &nbsp; <strong>[✔]</strong></span></p>
<p>&nbsp;</p>
<p><em><span style="background-color: #ffffff;"><strong>Note:</strong>&nbsp;Accept no <strong>AND</strong> any comparison, <strong>with experimental support</strong>, that concludes no pattern/increase with acidity.<br>eg: “rate of Pb/lead dissolving generally decreases with acidity as tap water has highest rate (after orange juice) while lemonade (lower pH) has lower rate”.</span></em></p>
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;"><em><strong>ALTERNATIVE 1</strong></em><br>gas may leak/be lost/escape<br><em><strong>OR</strong></em><br>plunger may stick/friction «so pressure is greater than atmospheric pressure»<br><em><strong>OR</strong></em><br>syringe may be tilted «up» so plunger moves less «with gravity acting on plunger»<br><em><strong>OR</strong></em><br>CO<sub>2</sub> dissolved in water&nbsp; <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">calculated rate lower&nbsp; <strong>[✔]</strong></span></p>
<p>&nbsp;</p>
<p><span style="background-color: #ffffff;"><em><strong>ALTERNATIVE 2</strong></em><br>syringe may be tilted «down» so plunger moves more «with gravity acting on plunger»<br><em><strong>OR</strong></em><br>syringe is held in hand so gets warmer and gas expands&nbsp; <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">calculated rate higher <strong>[✔]</strong></span></p>
<p>&nbsp;</p>
<p><em><span style="background-color: #ffffff;"><strong> Note:</strong>&nbsp;Calculated rate is lower or higher must be stated for M2.</span></em></p>
<p><em><span style="background-color: #ffffff;">Do <strong>not</strong> accept “scale on syringe is inaccurate”, “errors in reading syringe”, or “bubbles in syringe”.</span></em></p>
<div class="question_part_label">c(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">human reaction time/delay «starting/stopping the stopwatch»&nbsp; <strong>[✔]</strong></span></p>
<p><em><strong>Note</strong>: <span style="background-color: #ffffff;">Do <strong>not</strong> accept “inaccurate stopwatch”.</span></em></p>
<div class="question_part_label">c(ii).</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>This question was challenging for many students. Quite a few candidates did draw a tangent line at 20s for 1 mark, show a slope/gradient calculation of the line for 1 mark, and had a reasonable final value for the final mark. Some candidates only found the average rate by finding the ratio of the value at that data point and received one mark (16/20=0.80 cm<sup>3</sup> s<sup>-1</sup>). Candidates also received one mark if they had a correct answer with no work since the question clearly asked students to show their work.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The reaction rate was originally monitored by measuring the volume of CO<sub>2</sub> produced. Students needed to propose another method for this reaction, with a reason, that could be used to measure the rate. There were several possible correct answers and most students received at least one mark with many receiving both marks. The most common incorrect answer involved changes in temperature.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question required students to recognize the rate of lead dissolving did not increase with acidity and to refer to data in the table for the reason. Some students did not refer to data in the table and did not receive the mark because they did not have a reason, other students compared the rate of lead dissolving with temperature increasing which did not answer the question.</p>
<div class="question_part_label">b(ii).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question was asking about a systematic error. There were several possible correct answers for the error, but students also needed to clearly identify a specific error and if the rate increased or decreased for the second mark. Many students confused this with the concept of a random error and identified the uncertainty of reading the syringe which is incorrect. Teachers need to reinforce the concept of systematic versus random errors.</p>
<div class="question_part_label">c(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question was well answered by most candidates although some students did not read the question clearly and commented on the stopwatch having problems or not being accurate.</p>
<div class="question_part_label">c(ii).</div>
</div>
<br><hr><br><div class="specification">
<p>A student set up a simple voltaic cell consisting of a copper electrode and a zinc electrode&nbsp;dipped in sodium chloride solution.</p>
<p style="text-align: center;"><img 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"></p>
<p>The student gradually increased the distance, <em>d</em>, between the electrodes to study the effect&nbsp;on the initial current, <em>I</em>, passing through the light bulb.</p>
<p>The student hypothesized that the initial current would be inversely proportional to the&nbsp;distance between the electrodes.</p>
</div>

<div class="specification">
<p>The following data was collected over five trials.</p>
<p><img 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"></p>
<p>The data did not support the student’s hypothesis. He investigated other possible&nbsp;relationships by plotting a graph of the average current against the distance between&nbsp;the electrodes. He obtained the following best-fit line with a correlation coefficient (r)&nbsp;of −0.9999.</p>
<p><img 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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Sketch a graph that would support the student’s hypothesis.</p>
<p><img src="data:image/png;base64,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"></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>Suggest what the correlation coefficient of −0.9999 indicates.</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>State the equation of the straight line obtained using the data.</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>Outline how current flows in the sodium chloride solution.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.iii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><img src="data:image/png;base64,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"></p>
<p><em><strong>OR</strong></em></p>
<p><em><strong><img src="data:image/png;base64,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"></strong></em></p>
<p><em><strong>OR</strong></em></p>
<p><em><strong><img src="data:image/png;base64,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"></strong></em></p>
<p><em>Correct labels of axes required for mark.<br></em></p>
<p><em>Accept d<sup>–1</sup> instead of </em><span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\frac{1}{d}">
  <mfrac>
    <mn>1</mn>
    <mi>d</mi>
  </mfrac>
</math></span><em>.<br></em></p>
<p><em>Accept I<sup>–1</sup> instead of </em><span class="mjpage"><math xmlns="http://www.w3.org/1998/Math/MathML" alttext="\frac{1}{I}">
  <mfrac>
    <mn>1</mn>
    <mi>I</mi>
  </mfrac>
</math></span><em>.<br></em></p>
<p><em>Plot of I vs d should not be linear.</em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>negative correlation</p>
<p><em><strong>OR</strong></em></p>
<p>model/prediction matches results</p>
<p><em><strong>OR</strong></em></p>
<p>99% of variance accounted for</p>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>I</em> = – 0.001631 <em>d</em> + 0.09939</p>
<p><em><strong>OR</strong></em></p>
<p><em>y</em> = – 0.001631 <em>x</em> + 0.09939</p>
<p><em>Accept correctly rounded values for m and b in equation.</em></p>
<p><em>Do <strong>not</strong> accept “y = mx + b”.</em></p>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>ions move «across electrolyte»</p>
<div class="question_part_label">b.iii.</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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.iii.</div>
</div>
<br><hr><br><div class="specification">
<p>The structures of oseltamivir (Tamiflu) and zanamivir (Relenza) are given in section 37 of the&nbsp;data booklet.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast the structures of oseltamivir and zanamivir, stating the names of functional groups.</p>
<p><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce the wavenumber of one absorbance seen in the IR spectrum of only one of the compounds, using section 26 of the data booklet.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest <strong>one</strong> ethical consideration faced by medical researchers when developing medications.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><em>One similarity:</em></p>
<p>both contain amido «group»</p>
<p><em>One difference:</em></p>
<p>oseltamivir contains ester «group» <em><strong>AND</strong></em> zanamivir does not<br><em><strong>OR</strong></em><br>oseltamivir contains amino «group» <em><strong>AND</strong></em> zanamivir does not «but contains a guanidino group»<br><em><strong>OR</strong></em><br>zanamivir contains carboxyl «group» <em><strong>AND</strong></em> oseltamivir does not<br><em><strong>OR</strong></em><br>zanamivir contains «several» hydroxyl «groups» <em><strong>AND</strong></em> oseltamivir does not<br><em><strong>OR</strong></em><br>oseltamivir contains ester «group» <em><strong>AND</strong></em> zanamivir contains carboxyl «group»<br><em><strong>OR</strong></em><br>oseltamivir contains ester «group» <em><strong>AND</strong></em> zanamivir contains «several» hydroxyl «groups»</p>
<p> </p>
<p><em>Accept “both contain ether «group»” <strong>OR</strong> “both contain alkene/alkenyl «group»” <strong>OR</strong> “both contain carbonyl «group»” <strong>OR</strong> “both contain amino/amine «group»”. Latter cannot be given in combination with second difference alternative with respect to amino group.</em></p>
<p><em>Accept “amide/carboxamide/carbamoyl” for “amido”.</em></p>
<p><em>Accept “amine” for “amino”.</em></p>
<p><em>Accept “carboxylic acid” for “carboxyl”.</em></p>
<p><em>Accept “hydroxy/alcohol” for “hydroxyl”, but not “hydroxide”.</em></p>
<p><strong><em>[2 marks]</em></strong></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>1050–1410<br><em><strong>OR</strong></em><br>1620–1680<br><em><strong>OR</strong></em><br>1700–1750<br><em><strong>OR</strong></em><br>2500–3000<br><em><strong>OR</strong></em><br>3200–3600<br><em><strong>OR</strong></em><br>2850–3090<br><em><strong>OR</strong></em><br>3300–3500 «cm<sup>–1</sup>»</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>«negative» side-effects of medication on patient/volunteers<br><em><strong>OR</strong></em><br>effects on environment «from all materials used and produced»<br><em><strong>OR</strong></em><br>potential for abuse<br><em><strong>OR</strong></em><br>drugs may be developed that are contrary to some religious doctrines<br><em><strong>OR</strong></em><br>animal testing<br><em><strong>OR</strong></em><br>risk to benefit ratio<br><em><strong>OR</strong></em><br>appropriate consent of patient volunteers</p>
<p><em><strong>[1 mark]</strong></em></p>
<div class="question_part_label">b.</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.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p><span style="background-color: #ffffff;">Polymers have a wide variety of uses but their disposal can be problematic.</span></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span style="background-color: #ffffff;">Draw a section of isotactic polychloroethene (polyvinylchloride, PVC) showing all the atoms and all the bonds of <strong>four</strong> monomer units.</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;">The infrared (IR) spectrum of polyethene is given.</span></p>
<p><span style="background-color: #ffffff;"><img style="margin-right:auto;margin-left:auto;display: block;" src="data:image/png;base64,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" width="657" height="520"></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">Suggest how the IR spectrum of polychloroethene would differ, using section 26 of the data booklet.</span></span></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><span style="background-color: #ffffff;">Identify a hazardous product of the incineration of polychloroethene.</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 style="background-color: #ffffff;">Explain how plasticizers affect the properties of plastics.</span></p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span style="background-color: #ffffff;">Suggest why the addition of plasticizers is controversial.</span></p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><img src="data:image/png;base64,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"></p>
<p><span style="background-color: #ffffff;">correct bonding  <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">Cl atoms all on same side and alternate  <strong>[✔]</strong></span></p>
<p> </p>
<p><em><span style="background-color: #ffffff;"><strong> Note:</strong> Continuation bonds must be shown.</span></em></p>
<p><em><span style="background-color: #ffffff;">Award <strong>[1 max]</strong> if less than or more than four units shown.</span></em></p>
<p><em><span style="background-color: #ffffff;">Accept a stereo formula with all atoms and bonds shown.</span></em></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">«strong additional» absorption at 600–800 «cm<sup>–1</sup>»  <strong>[✔]</strong></span></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;"><em>Any one of:</em><br>HCl  <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">Cl<sub>2</sub> <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">dioxins <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">C <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">CO <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;"><em>Any two of:</em><br>embedded/fit between chains of polymers  <strong>[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">prevent chains from forming crystalline regions <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">keep polymer strands/chains/molecules separated/apart <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span><span style="background-color: #ffffff;"><br></span></p>
<p><span style="background-color: #ffffff;">increase space/volume between chains <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">weaken intermolecular/dipole-dipole/London/dispersion/instantaneous dipoleinduced dipole/van der Waals/vdW forces «between chains» <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">increase flexibility/durability/softness <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<p><span style="background-color: #ffffff;">make polymers less brittle <strong style="color: #000000;font-family: Verdana,Arial,Helvetica,sans-serif;font-size: 14px;font-style: normal;font-variant: normal;font-weight: bold;letter-spacing: normal;text-align: left;text-decoration: none;text-indent: 0px;white-space: normal;">[✔]</strong></span></p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">leach into foodstuffs/environment<br><em><strong>OR</strong></em><br>«unknown» health/environmental consequences <strong>[✔]</strong></span></p>
<p> </p>
<p><em><span style="background-color: #ffffff;"><strong> Note:</strong> Accept “plasticizers cannot be recycled”.</span></em></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>Quite a few candidates scored at least one mark although most either scored both or none for this polymer structure.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Almost all students who attempted this question received the mark for identifying the correct absorption band.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This was a well answered question, with most candidates identifying at least one method plasticizers affect the properties of plastic.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Many students received a mark for this question although some did not because their answers were too vague.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p><span style="background-color: #ffffff;">Octane number is a measure of the performance of engine fuel.</span></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><span style="background-color: #ffffff;">Suggest why a high-octane number fuel is preferable.</span></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><span style="background-color: #ffffff;">Reforming reactions are used to increase the octane number of a hydrocarbon fuel.</span></p>
<p><span style="background-color: #ffffff;">Suggest the structural formulas of <strong>two</strong> possible products of the reforming reaction of heptane, C<sub>7</sub>H<sub>16</sub>.</span></p>
<div class="marks">[2]</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;">The <sup>1</sup>H NMR spectrum of one of the products has four signals. The integration trace shows a ratio of the areas under the signals of 9 : 3 : 2 : 2.</span></p>
<p><span style="background-color: #ffffff;">Deduce the structural formula of the product.</span></p>
<div class="marks">[1]</div>
<div class="question_part_label">b(ii).</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><span style="background-color: #ffffff;">low knocking/auto-ignition<br><em>NOTE: Do <strong>not</strong> accept “pre-ignition”.</em><br><em><strong>OR</strong></em><br>more efficient fuel<br><em>NOTE: Accept “less CO<sub>2</sub> emissions since knocking engine uses more fuel «to produce the same power»”.</em><br><em><strong>OR</strong></em><br>high compression<br><em><strong>OR</strong></em><br>more power extracted<br><em><strong>OR</strong> <br></em>more air going into engine / turbocharging<br><em><strong>OR</strong></em><br>less engine damage ✔</span></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em><span style="background-color: #ffffff;">Any two of:</span></em></p>
<p><em><img 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" width="567" height="561"></em></p>
<p><em>NOTE: <span style="background-color: #ffffff;">Accept skeletal formulas or full or condensed structural formulas.<br>Accept any other branched cycloalkane that contains 7 carbons.<br>Do <strong>not</strong> accept any alkenes.<br>Penalise missing hydrogens or bond connectivities once only in Option C.<br>Accept hydrogen as the second product if the first product is toluene or a cycloalkane.</span></em></p>
<div class="question_part_label">b(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img src="data:image/png;base64,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" width="355" height="116"></p>
<p><em>NOTE: <span style="background-color: #ffffff;">Accept a skeletal formula or a full or condensed structural formula.<br>Penalise missing hydrogens or bond connectivities once only in Option C.</span></em></p>
<div class="question_part_label">b(ii).</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(i).</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b(ii).</div>
</div>
<br><hr><br>