File "SL-paper3.html"
Path: /IB QUESTIONBANKS/4 Fourth Edition - PAPER/HTML/Biology/Topic 5/SL-paper3html
File size: 292.25 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-212ef6a30de2a281f3295db168f85ac1c6eb97815f52f785535f1adfaee1ef4f.css">
<link rel="stylesheet" media="print" href="css/print-6da094505524acaa25ea39a4dd5d6130a436fc43336c0bb89199951b860e98e9.css">
<script src="js/application-13d27c3a5846e837c0ce48b604dc257852658574909702fa21f9891f7bb643ed.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>
<li class="active dropdown">
<a class="dropdown-toggle" data-toggle="dropdown" href="#">
Questionbanks
<b class="caret"></b>
</a><ul class="dropdown-menu">
<li>
<a href="../../geography.html" target="_blank">DP Geography</a>
</li>
<li>
<a href="../../physics.html" target="_blank">DP Physics</a>
</li>
<li>
<a href="../../chemistry.html" target="_blank">DP Chemistry</a>
</li>
<li>
<a href="../../biology.html" target="_blank">DP Biology</a>
</li>
<li>
<a href="../../furtherMath.html" target="_blank">DP Further Mathematics HL</a>
</li>
<li>
<a href="../../mathHL.html" target="_blank">DP Mathematics HL</a>
</li>
<li>
<a href="../../mathSL.html" target="_blank">DP Mathematics SL</a>
</li>
<li>
<a href="../../mathStudies.html" target="_blank">DP Mathematical Studies</a>
</li>
</ul></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>
<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>
</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="images/ib-qb-46-logo-683ef0176708d789b2acbf6ece48c55de4cd5ddac781fb455afe3540d22d050e.jpg" alt="Ib qb 46 logo">
</div>
</div>
</div><h2>SL Paper 3</h2><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the names of the <strong>three</strong> domains, giving a microbial example of each.</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>Traditional classification separates organisms into two groups: prokaryotes and eukaryotes. Explain the reasons for reclassification of life into three domains.</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>Distinguish between the <strong>two</strong> domains of prokaryotes.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question">
<p>Using the mammalian pentadactyl limb as an example, outline the process of adaptive radiation.</p>
</div>
<br><hr><br><div class="question">
<p>Outline the process of adaptive radiation.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">Outline <strong>two </strong>processes needed for the spontaneous origin of life on Earth.</p>
</div>
<br><hr><br><div class="question">
<p>Explain the reasons for the reclassification of Prokaryotes and Eukaryotes into Eubacteria, Archaea and Eukaryota.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the process of adaptive radiation.</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>There has been a change of thinking; moving from gradualism to punctuated equilibrium demonstrates the changing nature of science. Discuss these two ideas about the pace of evolution.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="question">
<p>Discuss the definition of the term <strong>species</strong>.</p>
</div>
<br><hr><br><div class="question">
<p>Outline the process of adaptive radiation.</p>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between Archaea and Eukarya.</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>Label the parts of the cell walls in Gram-positive Eubacteria and Gram-negative Eubacteria shown below.</p>
<p><img src="data:image/png;base64,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" alt></p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>Antibiotics are sometimes given orally to poultry to prevent disease that may lead to reduced growth. Antibiotic resistance of bacteria from turkeys and chickens bred for meat and from egg laying hens was measured.</p>
<p>Excrement was collected and <em>Escherichia coli</em> bacteria were isolated. These bacteria were tested for resistance to a range of antibiotics and the results are shown below.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the percentage risk of bacteria becoming resistant to more than five kinds of antibiotics in turkeys and egg laying hens.</p>
<p>Turkeys:</p>
<p> </p>
<p>Egg laying hens:</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>Compare the incidence of drug resistance in bacteria from chickens and egg laying hens.</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>Discuss the hypothesis that giving antibiotics increases antibiotic resistance in poultry bacteria.</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 how antibiotic-resistant bacteria are passed from animals to humans.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>The evolution of increased body size in mammals has been accompanied by an increase in life span. Another variable that could affect life span is brain size. Data was analysed from 47 mammalian species.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the relationship between brain mass and maximum life 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>Identify the group with the widest range of brain mass.</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>Compare the brain mass and life span of primates and marsupials.</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>Discuss how a larger brain size and longer life span might have contributed to the evolution of these species.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>Superoxide dismutase is an enzyme used by cells to protect themselves against oxidative damage. These enzymes can have different metals as part of their structure.</p>
<p>A study to compare two dismutases from <em>Escherichia coli</em> bacteria and two dismutases from eukaryotic cells was undertaken. The following enzymes were used:</p>
<ul>
<li><em>E. coli</em> dismutase with iron (Fe)</li>
<li><em>E. coli</em> dismutase with manganese (Mn)</li>
<li>eukaryotic mitochondrial dismutase with manganese (Mn)</li>
<li>eukaryotic cytoplasmic dismutase with copper-zinc (Cu-Zn).</li>
</ul>
<p>The following shows part of the amino acid sequences of these enzymes. Boxes enclose identical amino acids in the sequence of the two <em>E. coli</em> and mitochondrial dismutases.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State how many amino acids are in the same position in the <em>E. coli</em> (Fe), <em>E. coli</em> (Mn) and the mitochondrial dismutase sequences shown.</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>State the amino acids which are present in the same position in at <strong>least one</strong> bacterial dismutase and in <strong>both</strong> eukaryotic dismutases.</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>Compare the <em>E. coli</em> (Mn) and the mitochondrial dismutases.</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>The sequences of the two bacterial dismutases and the mitochondrial dismutase show a high degree of homology. Discuss how this supports the endosymbiotic theory for the origin of mitochondria.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p align="LEFT">Modern human mothers give birth to proportionately larger infants than apes do, but it is not clear when this change occurred over the course of human evolution. The graph shows the infant mass relative to mother mass in primates, extinct hominids and modern humans.</p>
<p align="LEFT"><img src="data:image/png;base64,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" alt></p>
<p align="LEFT"><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the infant mass relative to mother mass of <em>Homo sapiens</em>.</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 align="LEFT">Outline the difference in infant mass relative to mother mass in extinct hominids and modern humans.</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 align="LEFT">Suggest a hypothesis, based on evidence in the data, for when the shift to giving birth to larger infants occurred in the evolution of humans.</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 <strong>one </strong>disadvantage of infants being born with a relatively large size in humans.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br>