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<h2>SL Paper 1</h2><div class="question">
<p>Which experimental methods could be used to observe the progress of the following reaction?</p>
<p>Cr<sub>2</sub>O<sub>7</sub><sup>2-</sup>(aq) + 6I<sup>-</sup>(aq) + 14H<sup>+</sup>(aq) → 2Cr<sup>3+</sup>(aq) + 3I<sub>2</sub>(aq) + 7H<sub>2</sub>O(l) </p>
<p>I. Change in colour <br>II. Change in mass <br>III. Change in electrical conductivity </p>
<p>A.  I and II only </p>
<p>B.  I and III only </p>
<p>C.  II and III only </p>
<p>D.  I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which is a correct statement for the reaction below? </p>
<p>2MnO<sub>4</sub><sup>-</sup>(aq) + 6H<sup>+</sup>(aq) + 5NO<sub>2</sub><sup>-</sup>(aq) → 2Mn<sup>2+</sup>(aq) + 5NO<sub>3</sub><sup>-</sup>(aq) + 3H<sub>2</sub>O(l) </p>
<p>A. MnO<sub>4</sub><sup>-</sup> is the reducing agent and the oxidation number of Mn increases.<br>B. MnO<sub>4</sub><sup>-</sup> is the oxidizing agent and the oxidation number of Mn decreases. <br>C. NO<sub>2</sub><sup>-</sup> is the reducing agent and the oxidation number of N decreases. <br>D. NO<sub>2</sub><sup>-</sup> is the oxidizing agent and the oxidation number of N increases.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p><span class="fontstyle0">What are the oxidation states of oxygen?</span></p>
<p><img src="data:image/png;base64,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" width="254" height="170"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Less than 50% of candidates could correctly identify the oxidation of oxygen in various compounds, with&nbsp;the greatest misconception being oxygen still had a &minus;2 charge in OF<sub>2</sub>.</p>
</div>
<br><hr><br><div class="question">
<p>A voltaic cell is constructed from zinc and copper half-cells. Zinc is more reactive than copper. Which statement is correct when this cell produces electricity?</p>
<p><img 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" alt></p>
<p>A. Electrons flow from the copper half-cell to the zinc half-cell. </p>
<p>B. The concentration of Cu<sup>2+</sup> (aq) increases. </p>
<p>C. Electrons flow through the salt bridge. </p>
<p>D. Negative ions flow through the salt bridge from the copper half-cell to the zinc half-cell.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p><span class="fontstyle0">Iron is a stronger reducing agent than silver.</span></p>
<p><span class="fontstyle0">What is correct when this voltaic cell is in operation?</span></p>
<p><img 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" width="583" height="422"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>53% of candidates identified the anode, cathode, AND direction of electron flow in a voltaic cell, with&nbsp;misconceptions being equally distributed. This was answered much better by higher scoring candidates.</p>
</div>
<br><hr><br><div class="question">
<p><span class="fontstyle0">What is correct in an electrolytic cell?</span></p>
<p><img 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" width="618" height="185"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>A good majority of candidates understood that electrons are gained at the negative cathode causing&nbsp;reduction during electrolysis.</p>
</div>
<br><hr><br>