File "markSceme-HL-paper1.html"
Path: /IB QUESTIONBANKS/5 Fifth Edition - PAPER/HTML/Chemistry/Topic 12/markSceme-HL-paper1html
File size: 272.56 KB
MIME-type: text/html
Charset: utf-8
<!DOCTYPE html>
<html>
<meta http-equiv="content-type" content="text/html;charset=utf-8">
<head>
<meta charset="utf-8">
<title>IB Questionbank</title>
<link rel="stylesheet" media="all" href="css/application-02ef852527079acf252dc4c9b2922c93db8fde2b6bff7c3c7f657634ae024ff1.css">
<link rel="stylesheet" media="print" href="css/print-6da094505524acaa25ea39a4dd5d6130a436fc43336c0bb89199951b860e98e9.css">
<script src="js/application-9717ccaf4d6f9e8b66ebc0e8784b3061d3f70414d8c920e3eeab2c58fdb8b7c9.js"></script>
<script type="text/javascript" async src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/MathJax.js?config=TeX-MML-AM_CHTML-full"></script>
<!--[if lt IE 9]>
<script src='https://cdnjs.cloudflare.com/ajax/libs/html5shiv/3.7.3/html5shiv.min.js'></script>
<![endif]-->
<meta name="csrf-param" content="authenticity_token">
<meta name="csrf-token" content="iHF+M3VlRFlNEehLVICYgYgqiF8jIFlzjGNjIwqOK9cFH3ZNdavBJrv/YQpz8vcspoICfQcFHW8kSsHnJsBwfg==">
<link href="favicon.ico" rel="shortcut icon">
</head>
<body class="teacher questions-show">
<div class="navbar navbar-fixed-top">
<div class="navbar-inner">
<div class="container">
<div class="brand">
<div class="inner"><a href="http://ibo.org/">ibo.org</a></div>
</div>
<ul class="nav">
<li>
<a href="../../../../../../../index.html">Home</a>
</li>
<!-- - if current_user.is_language_services? && !current_user.is_publishing? -->
<!-- %li= link_to "Language services", tolk_path -->
</ul>
<ul class="nav pull-right">
<li class="dropdown">
<a class="dropdown-toggle" data-toggle="dropdown" href="#">
Help
<b class="caret"></b>
</a>
<ul class="dropdown-menu">
<li><a href="https://questionbank.ibo.org/video_tour?locale=en">Video tour</a></li>
<li><a href="https://questionbank.ibo.org/instructions?locale=en">Detailed instructions</a></li>
<li><a target="_blank" href="https://ibanswers.ibo.org/">IB Answers</a></li>
</ul>
</li>
<li>
<a href="https://06082010.xyz">IB Documents (2) Team</a>
</li></ul>
</div>
</div>
</div>
<div class="page-content container">
<div class="row">
<div class="span24">
<div class="pull-right screen_only"><a class="btn btn-small btn-info" href="https://questionbank.ibo.org/updates?locale=en">Updates to Questionbank</a></div>
<p class="muted language_chooser">
User interface language:
<a href="https://questionbank.ibo.org/en/users/set_user_locale?new_locale=en">English</a>
|
<a href="https://questionbank.ibo.org/en/users/set_user_locale?new_locale=es">Español</a>
</p>
</div>
</div>
<div class="page-header">
<div class="row">
<div class="span16">
<p class="back-to-list">
</p>
</div>
<div class="span8" style="margin: 0 0 -19px 0;">
<img style="width: 100%;" class="qb_logo" src="https://mirror.ibdocs.top/qb.png" alt="Ib qb 46 logo">
</div>
</div>
</div>
<h2>HL Paper 1</h2><div class="question">
<p><span style="background-color: #ffffff;"><img src="data:image/png;base64,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"></span></p>
<p><span style="background-color: #ffffff;">Which shows the first ionization energies of successive elements across period 2, from left to right?</span></p>
<p><span style="background-color: #ffffff;"> </span></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 first eight successive ionization energies for an element are shown. In which group is the element?</p>
<p style="text-align:center;"><img src="data:image/png;base64,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"></p>
<p style="text-align:center;">Copyright Prof Mark Winter.</p>
<p>A. 6</p>
<p>B. 7</p>
<p>C. 8</p>
<p>D. 17</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>Which statement explains why the <strong>second</strong> ionization energy of aluminium is higher than the <strong>first</strong> ionization energy of magnesium?</p>
<p><br>A. Ionization energy increases along period 3.</p>
<p>B. 3p electrons are at a higher energy level than 3s electrons.</p>
<p>C. 3p electrons are further away from the nucleus than 2p electrons.</p>
<p>D. Both have the same number of electrons and aluminium has one more proton.</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>Which statement explains one of the decreases in first ionization energy (I.E.) across period 3?</p>
<p> <img src="data:image/png;base64,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"></p>
<p>A. The nuclear charge of element Al is greater than element Mg.</p>
<p>B. The electron-electron repulsion is greater, for the electron with the opposite spin, in element S than in element P.</p>
<p>C. A new sub-level is being filled at element S.</p>
<p>D. The p orbital being filled in element Al is at a lower energy than the s orbital in element Mg.</p>
<p> </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 values for the first three successive ionization energies for two elements <strong>X</strong> and <strong>Z</strong> are given.</p>
<p style="padding-left:60px;"><img src="data:image/png;base64,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"></p>
<p>Which pair of elements represents <strong>X</strong> and <strong>Z</strong>?</p>
<p> </p>
<p><img src="data:image/png;base64,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"></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">Which element is in group 13?</span></p>
<p><img src="data:image/png;base64,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" width="422" height="193"></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">
<p>The majority of candidates could identify the group an element belongs in based on its successive ionization energies.</p>
</div>
<br><hr><br><div class="question">
<p>The graph represents the first ten ionisation energies (IE) of an element.</p>
<p><img src="data:image/png;base64,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"></p>
<p>What is the element?</p>
<p>A. O</p>
<p>B. S</p>
<p>C. Ne</p>
<p>D. Cl</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 style="background-color: #ffffff;">Which of the following transitions in the hydrogen atom emits the least energy?</span></p>
<p><span style="background-color: #ffffff;">A. n = 2 to n = 1</span></p>
<p><span style="background-color: #ffffff;">B. n = 3 to n = 1</span></p>
<p><span style="background-color: #ffffff;">C. n = 4 to n = 2</span></p>
<p><span style="background-color: #ffffff;">D. n = 4 to n = 3</span></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>81 % of the candidates identified the transition the emits the least energy in the given four transitions in the hydrogen atom (which was n=4 to n=3). The most commonly chosen distractor was A (n=2 to n=1) which means these candidates did not realize that the energy levels in the hydrogen atom converge at higher energy.</p>
</div>
<br><hr><br><div class="question">
<p>The graph shows the first ionization energies of some consecutive elements.</p>
<p><img style="margin-right:auto;margin-left:auto;display: block;" src="images/Schermafbeelding_2018-08-08_om_11.01.14.png" alt="M18/4/CHEMI/HPM/ENG/TZ2/05"></p>
<p>Which statement is correct?</p>
<p>A. Y is in group 3</p>
<p>B. Y is in group 10</p>
<p>C. X is in group 5</p>
<p>D. X is in group 18</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 style="background-color: #ffffff;">Which element is represented by the first eight successive ionization energies on the graph?</span></p>
<p><span style="background-color: #ffffff;"><img src="data:image/png;base64,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" width="631" height="279"></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">A. Mg</span></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">B. S</span></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">C. Cl</span></span></p>
<p><span style="background-color: #ffffff;"><span style="background-color: #ffffff;">D. Ar</span></span></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">
<p>52 % of candidates could identify the element for successive ionization energies with no clear misconception based on the other choices.</p>
</div>
<br><hr><br><div class="question">
<p>A period 3 element, <strong>M</strong>, forms an oxide of the type <strong>M</strong><sub>2</sub>O. Which represents the first four successive ionization energies of <strong>M</strong>?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p> </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>The graph shows the first six ionization energies of an element.</p>
<p style="text-align:center;"><img src="data:image/png;base64,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"></p>
<p style="text-align:center;"><sup>[Ionization energies of the elements (data page) Available at: <a href="https://en.wikipedia.org/wiki/Ionization_energies_of_the_%20elements_(data_page)">https://en.wikipedia.org/wiki/Ionization_energies_of_the_</a></sup><br><sup><a href="https://en.wikipedia.org/wiki/Ionization_energies_of_the_%20elements_(data_page)">elements_(data_page)</a> Text is available under the Creative Commons Attribution-ShareAlike License 3.0 (CC BY-SA</sup><br><sup>3.0) <a href="https://creativecommons.org/licenses/by-sa/3.0/deed.en">https://creativecommons.org/licenses/by-sa/3.0/deed.en.</a>]</sup></p>
<p><br>In which group is the element?</p>
<p>A. 13</p>
<p>B. 14</p>
<p>C. 15</p>
<p>D. 16</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">
<p>A good number of candidates recognized the element based on the graph showing the first six ionization of the element.</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows the first ionisation energies of consecutive elements in the same period of the periodic table.</p>
<p><img style="display:block;margin-left:auto;margin-right:auto;" src="data:image/png;base64,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" width="443" height="315"></p>
<p>Which factor explains why element X has a higher first ionisation energy than element Y?</p>
<p>A. Element Y loses an electron from a different sub-level.</p>
<p>B. Element Y has a smaller atomic radius.</p>
<p>C. Element X has a full octet.</p>
<p>D. Element Y has a greater nuclear charge.</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>Which transition on the diagram corresponds to the ionization of hydrogen in the ground state?</p>
<p><img style="margin-right:auto;margin-left:auto;display: block;" src="images/Schermafbeelding_2018-08-07_om_09.24.08.png" alt="M18/4/CHEMI/HPM/ENG/TZ1/05"></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>