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</div><h2>SL Paper 1</h2><div class="question">
<p>Which structure found in eukaryotes has a single membrane?</p>
<p>A. Nucleus</p>
<p>B. Lysosome</p>
<p>C. Chloroplast</p>
<p>D. Mitochondrion</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>The image shows the male reproduction system.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Where is prostate cancer likely to start developing?<br>A. In X only<br>B. In Y and Z only<br>C. In Z only<br>D. In X, Y and Z</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">
[N/A]
</div>
<br><hr><br>