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</div><h2>SL Paper 1</h2><div class="question">
<p>A particle of mass <em>m</em> is a distance <em>R</em> from the surface of Earth of mass <em>M</em>. The force acting on the particle is <em>F</em>. Which of the following is the gravitational field strength at <em>R</em>?</p>
<p>A. \(\frac{{Gm}}{{{R^2}}}\)</p>
<p>B. \(\frac{{GmM}}{{{R^2}}}\)</p>
<p>C. \(\frac{F}{m}\)</p>
<p>D. \(\frac{F}{M}\)</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">
<div data-canvas-width="694.1737373513404">
<div data-canvas-width="694.3557484378152">B was the most popular choice despite it clearly representing a force, rather than field strength. The field strength at a point is the acceleration of a mass placed at the point, so clearly C is the correct response.</div>
</div>
</div>
<br><hr><br><div class="question">
<p class="p1">Which arrangement of three point charges at the corner of an equilateral triangle will result in a zero electric field strength at the centre of the triangle, point P?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_18.10.35.png" alt="N10/4/PHYSI/SPM/ENG/TZ0/20"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A positive point charge P and a negative point charge Q of equal magnitude are held at fixed positions. Y is midway between P and Q.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Which of the following gives the direction of the electric field due to the charges at X, Y and Z?</p>
<p><img 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" alt></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 class="p1">A point charge of magnitude \(2.0{\text{ }}\mu {\text{ C}}\) is moved between two points X and Y. Point X is at a potential of \( + 6.0{\text{ V}}\) and point Y is at a potential of \( + 9.0{\text{ V}}\). The gain in potential energy of the point charge is</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(0.20{\text{ }}\mu {\text{J.}}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(1.5{\text{ }}\mu {\text{J.}}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(6.0{\text{ }}\mu {\text{J.}}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(30{\text{ }}\mu {\text{J.}}\)</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><div class="question">
<p>The gravitational field strength at a point X in a gravitational field is defined as the force</p>
<p>A. per unit mass on a mass placed at X.</p>
<p>B. on a mass placed at X.</p>
<p>C. per unit mass on a small point mass placed at X.</p>
<p>D. on a small point mass placed at X.</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">
<div class="page" title="Page 11">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">This is another case where candidates are required to learn a definition and identify it accurately. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>The electric field strength between two oppositely charged parallel plates</p>
<p>A. has the same value everywhere between the two plates.</p>
<p>B. decreases from the positive plate to the negative plate.</p>
<p>C. is larger at the edges than in the center.</p>
<p>D. is smaller at the edges than in the center.</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>The majority of candidates chose option A that states that the electric field is the same<br>everywhere in between the plates. The examining team felt that this deserved credit and so<br>this option along with option D (field being weaker at the edges) were both accepted.</p>
</div>
<br><hr><br><div class="question">
<p>A particle has charge and mass. Which types of field cause a force to be exerted on the particle when it is moving in the direction of the field?</p>
<p>A. Electric, gravitational and magnetic fields</p>
<p>B. Electric and magnetic fields only</p>
<p>C. Gravitational and magnetic fields only</p>
<p>D. Electric and gravitational fields only</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>An electron of mass <em>m</em><sub>e</sub> and charge <em>e</em> accelerates between two plates separated by a distance <em>s</em> in a vacuum. The potential difference between the plates is <em>V</em>.</p>
<p><img 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" alt></p>
<p>What is the acceleration of the electron?</p>
<p>A. \(\frac{{{m_e}ev}}{s}\)</p>
<p>B. \(\frac{{{m_e}v}}{{es}}\)</p>
<p>C. \(\frac{{eV}}{{{m_e}s}}\)</p>
<p>D. \(\frac{V}{{{m_e}es}}\)</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">
<div class="page" title="Page 7">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">This questions proved to be somewhat difficult, especially for SL candidates. A number of different approaches could be used here, such as looking at the dimensions of the fundamental units, or by considering the cause and effect of increasing each one of the variable. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>Three positive point charges +<em>Q</em> are fixed in position at the vertices of an isosceles triangle. P is the mid point between two of the charges.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Which arrow correctly identifies the direction of the electric field at point P?</p>
<p>A. W<br>B. X<br>C. Y<br>D. Z</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>Four point charges of equal magnitude W, X, Y and Z are each fixed to a corner of a square.</p>
<p><img 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" alt></p>
<p>W is a positive charge and X is a negative charge. The arrow shows the direction of the resultant electric field at the centre of the square. What are the correct signs of charge Y and of charge Z?</p>
<p><img 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" alt></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>What field pattern can be produced by two point charges?</p>
<p><img 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" alt></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">
<div class="page" title="Page 10">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">The statistics suggest that many candidates were confused by this question. Field lines have to start and finish on a charge which means that only A and B could be correct if only two point charges are present. But the field lines will be in the same direction on leaving a charge, hence D is the only sensible solution. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>An electron is held close to the surface of a negatively charged sphere and then released. Which describes the velocity and the acceleration of the electron after it is released?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p style="text-align: left;">D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which diagram shows the electric field pattern surrounding two equal positive point charges?</p>
<p><img 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" alt></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>