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</div><h2>HL Paper 1</h2><div class="question">
<p>Which is a source of chromosomes for pre-natal diagnosis of abnormalities by karyotyping?</p>
<p>A. Sperm<br> B. Ovaries<br> C. Erythrocytes<br> D. Chorionic villi</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>This was one of the best discriminators on the paper. 72% chose chorionic villi as the source of chromosomes for pre-natal diagnosis of abnormalities. The most popular wrong answer was erythrocytes, which was perhaps surprising as many of these candidates will have known that erythrocytes lack a nucleus. </p>
</div>
<br><hr><br><div class="question">
<p>The presence of freckles is a characteristic controlled by a dominant gene. Two parents who are heterozygous for the characteristic have three children, all of whom have freckles. Which statement is true if they have a fourth child?<br>A. There is a 100 % chance that their next child will have freckles.<br>B. There is a 75 % chance that their next child will have freckles.<br>C. There is a 50 % chance that their next child will have freckles.<br>D. The next child will have no freckles as the ratio is 3 with freckles to 1 without freckles.</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>What is a plasmid?</p>
<p>A. Chloroplast DNA<br> B. Mitochondrial DNA<br> C. Small circle of DNA that can transfer genes to or from a prokaryote<br> D. The bacterial chromosome</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>The feather colour of a certain breed of chicken is controlled by codominant alleles. A cross between a homozygous black-feathered chicken and a homozygous white-feathered chicken produces all speckled chickens. What phenotypic ratios would be expected from a cross between two speckled chickens?<br>A. All speckled<br>B. 1 black feathers : 1 white feathers<br>C. Speckled, black feathers and white feathers in equal numbers<br>D. 1 black feathers : 2 speckled feathers : 1 white feathers</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 is the major health issue resulting from the Chernobyl nuclear accident in 1986?</p>
<p>A. Coronary thrombosis<br>B. Cholera<br>C. Sex-linked diseases<br>D. Thyroid cancer</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>How are enzymes used during gene transfer involving plasmids?</p>
<p><img src="data:image/png;base64,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" alt></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>Two answers have been accepted in this question. As stated in a G2, since no example is specified for gene transfer in the guide, candidates could have studied examples that start with mRNA or from a gene in DNA. Since the former would not use enzymes to cut DNA, candidates would choose D, whereas those who had studied a DNA example would choose A, so both answers A and D have been considered as correct.</p>
</div>
<br><hr><br><div class="question">
<p>Alkaptonuria is an inherited condition in humans that affects phenylalanine and tyrosine metabolism, resulting in the production of black-coloured urine. What deduction can be made about the allele for this condition from the pedigree chart?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>A. It is autosomal dominant.<br>B. It is autosomal recessive.<br>C. It is X-linked recessive.<br>D. It is Y-linked recessive.</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What is a gene mutation?</p>
<p>A. Failure of chromosome pairs to separate properly during cell division<br> B. Changes to genes caused by natural selection<br> C. Changes to the nucleotide sequence of the genetic material<br> D. Changes in karyotypes</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What does therapeutic cloning involve?</p>
<p>A. Developing genetically identical cultures of human cells for use in drug testing<br>B. Helping infertile couples to conceive by injecting the father’s sperm into the mother’s egg<br>C. Producing embryonic stem cells for medical use<br>D. Replacing a mutant allele in an embryo to prevent genetic disease</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>A new allele that provides herbicide resistance is identified in soybean plants. The allele is dominant. Which of the following would be carried out in a herbicide-resistant plant to find out if it is homozygous or heterozygous for the gene?</p>
<p>A. Gel electrophoresis <br> B. Karyotyping <br> C. Test cross <br> D. DNA profiling</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>This question proved very easy for the candidates. There were some questions from teachers on G2s as to whether gel electrophoresis and DNA profiling would also be correct molecular techniques to distinguish plants homozygous or heterozygous for the trait in question. <br><br><br></p>
</div>
<br><hr><br><div class="question">
<p>A certain breed of mouse can have fur that is either black or brown. A mouse breeder performs a test cross using a brown mouse to determine the unknown genotype of a black mouse. There are four offspring produced by the cross. What conclusions can be drawn?</p>
<p>A. If the black mouse is homozygous, one of the four offspring must be brown. <br>B. If the black mouse is heterozygous, three of the four offspring must be black. <br>C. The black mouse must be homozygous if all four offspring are black. <br>D. The black mouse must be heterozygous if any of the offspring are brown.</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>Question 13 was the least effective on the paper in terms of discriminating between the candidates, which is unusual for a genetics question. Teachers raised a variety of objections to it. The statistics suggest the problem was that some good candidates chose C rather than D. To answer the question correctly it was first necessary to read the second sentence carefully and deduce from it that brown mice are homozygous recessive because they were used in the test cross. Answers A and B could then easily be eliminated. Answers C and D needed to be carefully considered. C should have been rejected because four offspring are too few to be sure that the black mouse was homozygous. There is a one in sixteen chance of getting four black offspring from a cross between a heterozygous black mouse and a homozygous brown recessive. On the other hand, answer D is undoubtedly correct. To cope with this type of question, candidates need to understand the difference between the possible outcomes of a cross as shown in a Punnett square and actual outcomes, which cannot be expected to correspond exactly with Mendelian ratios. </p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">In a human with type A blood, what determines the blood group?</p>
<p align="LEFT">A. Sex chromosomes</p>
<p align="LEFT">B. One or two alleles</p>
<p align="LEFT">C. Multiple alleles</p>
<p>D. Codominant alleles</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>Many candidates failed to read that the question was referring only to type A blood. In the guide, in section 4.3.3 it says: State that some genes have more than two alleles (multiple alleles). We can say that multiple alleles refers to more than 2 alleles, therefore answer C is incorrect.</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">What is the chromosome number in a human gamete with non-disjunction?</p>
<p align="LEFT">A. 46</p>
<p align="LEFT">B. 45</p>
<p align="LEFT">C. 24</p>
<p>D. 23</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>Although most good candidates answered this question well, some candidates had different number of chromosomes in a disjunction. Unlike what happens in plants, the probability of having more than one chromosome suffering non-disjunction in humans in very low, let alone the whole set of chromosomes.</p>
</div>
<br><hr><br><div class="question">
<p>What is a characteristic of the human Y chromosome?</p>
<p>A. It is made of DNA and histones covered by phospholipids.<br>B. It contains some genes that are not present on the X chromosome.<br>C. It is the largest chromosome in the human karyotype.<br>D. It has a condensed length of approximately 100 µm.</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>Although the fact that Y-chromosomes contain genes not present in the X chromosome is not part of the guide, in 4.3.5 and 4.3.6 candidates are expected to explain how the sex chromosomes determine sex, therefore they should be able to answer the question correctly. All the other answers are obviously wrong, so could easily be discarded.</p>
</div>
<br><hr><br><div class="question">
<p>What is the difference between the alleles of a gene?</p>
<p>A. Their position on the chromosome <br> B. Their amino acid sequence <br> C. Their pentose sugars <br> D. Their base sequence</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>N/A<br><br></p>
</div>
<br><hr><br><div class="question">
<p>What is meiosis?</p>
<p>A. Division of a diploid nucleus to form diploid nuclei<br> B. Reduction division of a haploid nucleus to form diploid nuclei<br> C. Reduction division of a diploid nucleus to form haploid nuclei<br> D. Division of a haploid nucleus to form haploid nuclei</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">Which is a characteristic of the haploid number of eukaryotic chromosomes?</p>
<p style="text-align: left;">A. It doubles in mitosis.</p>
<p style="text-align: left;">B. It is fixed for each species.</p>
<p style="text-align: left;">C. It is an even number for all species.</p>
<p style="text-align: left;">D. It is positively correlated with an animal’s mass.</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 statement about the polymerase chain reaction (PCR) is correct?</p>
<p>A. PCR allows DNA to be cloned in a test tube and millions of copies can be made in hours. <br> B. PCR allows the synthesis of RNA from DNA molecules. <br> C. PCR is a natural process carried out by some viruses to amplify DNA molecules. <br> D. PCR is a man-made technique used to identify the nucleotide sequence of DNA.</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>There was a G2 question about whether D could also be correct in light of modern fluorescent DNA sequencing which involves PCR. In questions such as this, candidates need to choose the most correct answer. This discriminated well and did not confuse candidates.</p>
</div>
<br><hr><br><div class="question">
<p>What causes genetic variety in the formation of gametes during meiosis?</p>
<p>A. Crossing over in prophase I and random orientation of homologous chromosomes in metaphase I<br> B. Crossing over in metaphase I and random orientation of homologous chromosomes in metaphase II<br> C. Linkage of genes in prophase I and crossing over in metaphase I<br> D. Linkage of genes in metaphase I and random orientation of homologous chromosomes in metaphase II</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">What was an aim of genetic modification of organisms?</p>
<p style="text-align: left;">A. To provide stem cells from embryos for medical use<br>B. To make crop plants resistant to herbicides<br>C. To provide sperm cells for <em>in vitro</em> fertilization (IVF)<br>D. To produce genetically identical sheep</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>Although the resistance to pests is often referred to as an example of the use of genetic modification in plants, this was a very easy question and most candidates chose plant resistance to herbicides.</p>
</div>
<br><hr><br><div class="question">
<p>In humans the ABO blood groups are an example of inheritance involving multiple alleles. In a family the parents have blood group A and blood group B respectively. Their first child has blood group O. What is the probability that their next child will have blood group B?</p>
<p>A. 100 %<br>B. 75 %<br>C. 50 %<br>D. 25 %</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What makes gene transfer between species possible?</p>
<p>A. All species use the same genetic code.<br> B. All species have the same genetic material.<br> C. All species produce the same polypeptides.<br> D. All species transcribe genes using plasmids.</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>In question 12, answer B was chosen by an unexpectedly large number of candidates. Perhaps these candidates rejected answer A because they misunderstood the term genetic code. This term is sometimes used to mean the base sequence of genes in a genome, whereas the correct meaning is the correspondence between each of the 64 codons and the amino acids into which they are translated. <br><br></p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows a pedigree.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXgAAACkCAIAAAASdKIRAAAcgUlEQVR4nO2d7VNTV/7A97+Aqbv7m4pAE00El0hW2IHijFY02NBEUbEygu0WFU20VUajWB9KlwFn7cIWZrXawpBhqTh9MFOG2sYhL5hlWmZtm2mzq21e0GbabJs206IZvb8XZ3rmeO4D9yH3Ibnfz9wXySU559x4z8fvPfee7/kNAwAAoDK/0bsBAADkPyAaAABUB0QDAIDqgGgAAFAdEA0AAKoDogEAQHVANAAAqA6IBgAA1QHRAACgOjkpmmQyGY1GI5FIJBKJx+MLCwt6t8i8JBKJIGA+Prl1S9J5kkuiSSQS58+fX79uXdHSpdVVVY1ud4PL5aioKFq6tKWlZXx8PJPJKK+lsKAgK5vyluQE169f9zz11IGODtjMs+16+umzZ89KOk9yQzSZTKanp8dus3UePXoz/OHCLz8zD+7jLfndt8HR0Ua3u7am5mY4rLCuwoKCDxRjHtEEg8EDHR16twLQFBn/6DkgmlQq1eh2t+zaFf/qS9Iv7C0yPe2srDx//ryS6kA0kgDRmJA8FE0qlaququp+6ZywYsjopsHlCgQCsmsE0UgCRGNC8k00mUym0e0Wbxm0pX/6cW1d3cDAgLxKQTSSANGYkHwTzSsXLuxs3iHJMmiLf/Wl1WK5c/u2jEpBNJIA0ZiQvBJNKpWyWix3bv9XhmiYB/dfufBXeR0ARCMJEI0JySvRDAwM7G1vl2cZ5sH9hV9+tttsyWRSar0gGkmAaExIXomm0e0OXX9XtmiYB/cPdOwfGR6WWi+IRhIC59xqh4N8sKivt5dhmHA4bMKnjfKM/BFNJpP57ZIl6Z9+VCKaaxNXdzY3S60aRCMJ4XMuGAwioYSJ55vC4fBqh0OT1gGqkD+iicfj5WVlSizDPLg/9/FHa9fWSa0aRCMJqaLx+3xej0er1gGqkD+imZmZ2Vhfr1A08a++dFRUSK0aRCMJSaJZ7XAEg0ENWweoQv6IJhqN1tbUKBTNndv/LV62zFFRwd5KS0rKy8o4/wSikYRI0aAXfp+P82N+n48cx8GDO+gKq6+3Fw/ooNdgK33JH9Ekk8mS4mKFoolMT7s2bYpzsXXLljfeeIPzTyAaSYgUDd7YjvB6PCjkQePE6APINeQFl3qHAEglf0TDMEx5WZnsh2jQ9sqFv/LNRWhpaQmFQpx/AtFIQvylE45TYrEY/kAsFsPRCnqNRnCQdFBEE4vFIIQxFHklGr/fP9Dfr0Q0DS7XzMwMZ+EgmmwhXjTYKeSPQ93txnJhfo10gsEgup4CjENeiSYSiTgrKzP37sqzzCe3/u10VvIVDqLJFpIGg/FbfOMJ24cMcxA4qAHRGI28Eg3DMI1ud3B0VJ5oGt1ugXgbRJMtpN7eZrsGXVLhURjy5jcKatgOAvQl30QTjUbtNlvsi8+lWmZo8NXamhqBhHsgmmwh/slgr8dDXj2RY8PkJ6nCqWFguOtkBPJNNAzDjI+PV1dVJb75WrxlboY/LC8ri8fjAsWCaLKFqnOd0K0olQoHZJOHomEYZmBgwFFRMffxR2Isc+niP8rLymZnZ4XLBNFkCzVEg8KWcDgMd7WNSX6KhmGYyclJq8XSefRo6ofv+RQz9/FHKF15IpFYtEAQTbZQQzR4HAdGZ4xJ3oqGYZhUKnXmzJmS4uKdzTsuXfzH5HvvRaanI9PT1yaudr90bm1dndNZeW1iQmRpIJpsAWkiTEg+iwaRTqfHx8f9fr/X6210uxvd7rbW1lNdXXzPy/AhLJqsbNk43BwARGNC8l802UJANIAkQDQmBEQjFhBNtgDRmBAQjVhANNni2sTEmdOn9W4FoCky/tFBNIAiIKIxIRDRiAVEky1ANCYERCMWEE22ANGYEBCNWEA02QJEY0JANGIB0WQLEI0JAdGIBUSTLUA0JgREIxYQTbYA0ZgQEI1YQDTZgu+cg4kaeQyIRiwgmmwhIJpFc3osKhq8DAtn9k+B9VsWhVrghXqrBij3RXbL9Ho8uqzGp49oEokE57olRkZguRUxpNNp5b9bfqCqaJhfMwez01/5fT7ZSST6enuRoVDnp97KK3PRGrMewaE8p2YRTTQaLVq6lHMlNrW3//v97+02m7zvLisqKlu5Ut53/7Bq1arycoW/W96gtmhQ/JJd0VALZspeP1NSGyCiUUQkEml0uxUWIg+9Ln9SqVRJcbH29RqTXBQNlXVYXhJiFGqBaEQCopEMiIbECKJBS7LgyxNyfUsqCzq1cib5AfxFvJPsw7hw1GayHGo5B2qghxz94Txev8/n9Xjw+lbBYBAPQpEN4BxBp0SDLqaUDF2JBESjBSAaEt1FQ3Vv3PfIiMPv8+F16RjBiMbv8+HXqx0OPHaDv453UhHNaocDvUYNRoUgieBa2MdLSQ29RXWRg1NUOVhkpGiQrdifUQMQjRaAaEh0Fw3za0SD91NXE+j/eZGioe6+o29xNoAUDXu9TdQ80kTCEQ16jQIlvgPHkQ5bNOx1bFS9pALRaAGIhkQb0bDHUMSIBikmHA6TIQnDLxpUF2cDhEUTDAbZHZsKeZSIBr1Gh0AeLBm+kQeoNiAaLQDRkKgtGobnQoDs2JyiIeUiUjQMT/DCaTp2RMP5AVyaEtGQB8gpGip6UhsQjRaAaEg0EA1e5gnvoRbk5hMNLt/r8YgfoyFbhYZj0E7cjakxGlT1aoeDdB/6zGqHgxzc4RumESMaVCDayTdGQx6jquPBIBotANGQaDMFgbpbRGkCD4vg2y54bAX/CX+RKofdGFxIIc8NLHLMlW98h7N57OMlG0ze2CIbFgwG8VukM+pg2be91I5uQDRaAKIhgUmVJgREowUgGhIQjQkB0WgBiIYERGNCQDRaAKIhAdGYEBCNFoBoSEA0JgREowUgGhIQjQkB0WgBiIYERGNCQDRaAKIhgVSeJgREowUgGhIB0XywGFJF4/V4BB54xQ+woSfoqLdqQE0Kzwr4IWAjA6LRAhANiWaiwROUOf/q9/lw9l/UV8m3so5sEciUDtkCPdoLouEARGNyNBON3+dDfZszQqEmQ3HOjRSDpOwKENGIR6lo3n///U0bNyosRB56ieZ///vfsqIi7es1JpqJBn2YmruIoDI58CV2EHMsUt0HohGJHNHcuX37/PnzDS5X0dKlSx99tLSkpLCgwFFRcaCjIxQKZTIZGWWyETmaqM1wYyKRuHLlSqPb/Vhp6ZJHHikpLi4sKFhute7cuTMYDKZSqazUYqhDFok2ogkGg+hSCM08JGcMknMRC1nZOXGGPWr+IbkTyYIsB3d1cmYj/iLOpMUnGjSWhGdChsNhnBkLl0ymqiILoUTDmR5Ud1QXTSKRONDRYbVYOo8evRn+MPXD92i+f+be3dgXn1+6+I8Gl8vprHz77bclFcuJmDM1u/9ncpJKpXr+8pfiZcu2bt167uzZiYkJXPjY2NiJQODJzZuXW62Dg4PKDWuQQ5aENqKhEmVSvU44ouHMzsmZHJOKaPBrMrMMHpAmk1GRUIl7yUVRUPnoQKhy2C1kH7V6o9pSUVc0kUjEbrMFjh/HfuHcbrw/VV1Vtbe9fWFhQWL7H8IIvS4Wi/3R6WxwuYKjowK1XH7ttbrHH9+0cWMymcz1Q5aKBqIJh8NUCm6qewuLhgr3UO8t5EqkQIqGyiCBZEQluBKOaNBrMucWe+EEMic52kPlJKaCNTE/lwaoKJprExNWi+XG+1OLZjNiHtxP//RjW+vuBpdLyUJruve6ubm55VbriRMnxFQ0NTXV3t7+R6czkUjk7iHLQAPRUFdD+HoEf0BANJzZOflWSiFFg1eV4/sAo0w06DUSKKdoONODGgS1RDM7O2u1WKKffSrGMng70LG/paVF1oEwjN69LpFI2G22v/3tb5KqO/LCC3V1dbL1CqJhE4vF2J2Z+u990YiGGhjmGy2mIhp2veS1D6NMNIUPZ8zii2j4fhZ9UUU0CwsL5WVlImMZcsvcu9vgcl26eFHewejb6zY3NBw+fFhGjU8//bTv4MFcPGR5qC0ar8fDHpugknsuOkZDhSHMr0Mn1E4sGjRkQ43d4p3UCiqcwzRiRIMKRDv5xmjY6UGNgCqieeXChZZdu6RaBm2f3Pq33WaTd1NGx15348YNp9M5NTUlo8Z333mntKREXiLFPBONmE24cHzPhexj1O0h8i2VEBP3cM7snOROcsyVuuyiiiJ3ckY0uM1IN/jD5KAPWpgBfwx9BSmJOl7xv5WWZF80mUxGxkUTubXs2jU0OCjjYHTsdRvr63t7e2VXun/fvueeey63Dlk2MKnShGRfNJFIpMHlkm0Z5sH90PV35T06rFevm5+fLy0pkRfOIMbGxh4rLZVxtxtEA+QE2RfNqa6ugf5+JaJZ+OXnkuJiGeOjevW6SxcvNm3dqrBeZ2Xl3NxcrhyyEkA0JiT7onn22WdD199VIhrmwf21dXUyxiz06nU9PT0dHR0K632qsXF8fDxXDlkJIBoTkn3RNLrdkelphaJpdLsjkYjUg9Gr1x08cODYsWMK621rbR0YGMiVQ1YCiMaEgGiy0OsO+f3KRdPc3OysrGx0u6nt8dra+g0b2PvRBqIBcgLjXjrduX1b6sHk9KXT5oaGv7z8coRFW2trZ2cnez8CRAPkBNkXTfdLL53v61M4GGy1WHJoMHhkeLipqUlhvQ6Hg3MwOBAICNzsz0vRZDKZaxMTgUDA6/XubW8fGhxUOCMM0J3si2ZmZmZtXZ0S0YSuv+v1ypmyoVevSyaTCm9vB0dHl1utnIWbTTSxWGxjfb3X4xkafPVm+MPxf475fT67zSZyfj/5wBt+RpZ6ZE5es3HJOBEf+VYN0BN6wn9VckR8UNMmslVm9p8MtttsCh/Yu3LlioyD0bHXNbrdCh/YO3zoEGfJphLN/Py83WYLjo5Sp8Qnt/5dXVUl0jVkigYSv88nu/PgCZOoe1Nv5ZW5aI0CT/fi+ZNZlwJ+HDkHRDM0OKhwCoK8fBE69rpIJLLa4ZA/BaG0lG9MylSi2dnczPcQFjoxxFxD8U2AVCKa1Q4HOX+KeiseSW0QsJjX41EvksqZiCaTyTidlW+/9ZZUy6R/+nH9unWys/Xo2+t2Njfv379fRo1bt2w5eeIEX7HmEc38/LyjoiJz7y7f6dF59KiYuSlqiKbw4SRShbJySvHlmuBDQDRoipbUBogkZ0TDMEw0GrXbbLP/+pd4y2Tu3W1r3a3kfoS+vS6ZTK4qL5d6AeX3+zds2CAw+cA8ogmFQm2tuwXOkGsTV/e2ty9avhjRoI6KL0+oedt4TiPDSmdFZbpBX+TM+0nO1aTKwR/jTLtJjv6w/2mo7Faokbgu9rRvVAWqEU8Kxb8D2UjcBko0ZMsX/fH5UDHxVSgUsttsk++9JzKW2dm8w+v1Kkmyp3uvi8ViK+32zs5OMRVNTU3t2bPnT9XVwpcD5hHN0ODgmdOnBU6SyPS0mElwi4qG6t5ejwf1QzLioKZZC0Q0nHk/yVQPVL4YUnbstJtUwlAxEQ0yJnqNjoWUUSwWw2/Rb4LbQ/5QpNRI0QSDQTzYrCSzurqpPOfm5srLygLHjye++Vr4NlN1VdULzz+vMIeuEXrd/Pz847W1mzZtEk7lOTQ0tLaubsuWLYvexTePaG6GwzubmwXOkyuXLwcCgUXLFx/R4P1UYjqcSxzvERANGV/gb3E2gJ0uj4qVqIShIi+dsDfJuIOSGtlg9qJ6OIZCb6lExVTh8i6pVE9OnkqlTnV1WS2Wve3t1yauxr/6El2EJ7/7du7jj8739dXW1Kxdu/amrCV1KAzS6xYWFgYHBx8rLXVt2nQiEAiOjk5OTn7wwQfvvvPO66+/fujQoSeeeGKl3R4MBsWI1TyiSaVSVotFIL10y65dYqaD8eXlFiMa1K9Q8hcxouHM+8lnOrLzc6bdpOwgUjScnV+kaPC6V+zkxzj6k7fcFYVGy62gtUe8Xq+jogJ5saS4uLamJhAIZEUxCEq9sresNCadTo+Pj7e1ta0qL//9735XWFDw6KOPOhyO/fv2hUIh8VeIi4rGOIcsEoFzrqen59lnnuG0zNtvvbV2bZ3ImLeQ6/EWsmNzioaUi0jRMDzBC6fp2BEN5wdwaeIjGuG6GB7RsOVCvsYRTVZGnXVYQA6QhLBochGBcy6Tyaxft+7ZZ56h4pqhwVetFssnt26JrIJK3MmwbtPwiQZ3NmrhBAHRcOb9RDvJVMEM0flR1ZxpN1c7HOTgDt9/A9QYjUBd7AZToiHXsUIfoMZoKPcZ9NIJUIipRMMwzMLCArrW3tm841TXybbW3WiuaTwel1oLGbJRmsDDIngMAo+t4D/hL1LlsCNBzryf5P0paiEXzvEdzubxRT14o5a7I6+D2A0mU38ix5GZQNGLCxcuUIVz3pmSCojG6JhNNIhEIjE5OTkwMHBtYiIajWrTMEA9QDRGx5yiAfIMEI3RAdEAeQCIxuiAaIA8AERjdEA0QB4AojE6IBogDwDRGB0QDZAHgGiMjjlFE41GR4aHjxw5MjAwMDMzo3ASHKA7IBqjYzbRpFKpfXv3lq1cuW3bts6jR3fv3v2n6ura2lrxjwUDBgREY3RMJZqFhYU/Op179uxB01Ax3d3dy63W2dlZqXWxZypTfyUf1aXeqoFwpgX18hCrkctKagNANIbGVKI5duxYW2sr5xTzvr4+Z2WlpHRFOCc551/9Ph9OM45StJBvpR/W4iCP8BWuXh5ildIAS22DiUTT09PjqKjIrW1ZUdFyq1X2120rVvz973/X+4d/COE0EaFQiC+dhdfjkRRr+H0+nAaB/Vdq1iXnJGwxsLM9CDeJTzSy8xCLASIaTWl0u69NTMQ1Z2ZmprysTN53//Of/yipOhAIvPzyy3r/8A/Bd87duHGj0e0WyJtzIhB4/vBh8RWhuICaJI2gUsbwZZARcyySog8B0ah6yQai0ZSWlpZQKKR9vfF43FFRoX29DMP09PT09PToUjUffOfcwMDAnrY2AdH09/c3uFzia0GXQlQWBebh6ciFrDTA1HxoKpMDOdWbLAePBHHOF8cp+zhFQ80I58tDjKVG1shOJcFOe8ywRMPOMaw2IBotANGQCCQn9zz1lIBoTp8+3bF/v8haqIy81PCqcETDmQaYyuaLCqQiGvyaTGGFB6RRLWIiGnYDqAzh1LALbg9f2mNSNOwcwyJ/UiWAaLQAREPCd84lk0nbihUCa2M179ghcmXBcDhM9h8qixWzmGjI+AKpgcrmSx5L4cP5ositr7eXyqQn8tKJ3QCqLqrB7NVXqLTHVHZOqvzFf1DFgGi0AERDInDOPffnP+9tb+e0zNDQ0Kry8lQqJaYK6mqIvCRBCIiGMw0w35JMZOfHt434PsCIEw1nAxjRouFMe0yKRpfBGhCNFoBoSATOuVQqtdJuP3zoEBXX9Pf3Wy2WyclJMeWjxYyonYUPr1G9aERDDQzzjRZTEQ3f+AuZZ1NkRCNcF59o+NIeUxGNeqPOfIBotABEQyJ8zsXj8c0NDX+qrt63b19vb+8Lzz/vfvLJlXa7SMswDMN5F5zKIrzoGE0hKw0wihSonbjzo35O6gznBiYHdAWGYAsXy0MsUjSFXGmPqTGaQlaOYbUB0WgBiIZEzDk3OTn50rlz25qajhw5Mj4+LvKKiXk4CS7eSd0eIt+iLkqNhjA8aYDJneRIM3XZRRVF7hRz14mzAWQj+VICo0Mm37I/w5ljWORvqwQQjRaAaEhg9rYJAdFoAYiGBERjQkA0WgCiIQHRmBAQjRaAaEhANCYERKMFIBoSEI0JAdFoAYiGBERjQkA0WgCiIbl69eqetrYgYCa6Tp48fuyYpPMERCMZEA1JLBY70NEBm9k2qV0PRCMZEA0ASAVEIxkQDQBIBUQjGRANAEgFRCMZEA0ASCXHRJNMJkeGh3ds397gchUvW1bxhz9sbmjwHTx4MxzO1rJk7NQn8rasNIZhmHQ6PT4+3tba2uh22222spUrG93uve3toVBI0ioCAKAjOSOaRCLhO3hwudXa1NTU3d3d398/NjZ2+bXX+vv7Dx8+vH7dupV2ezAYVK6bwoICgQSUIsmKaNLpdE9Pj91ma9m1a2T4jcj0dOyLz2NffB6Znh4ZfqNl1y67zdbT0wO6AYxPbohmfHy8eNmyjv37qaXISEZGRjbW1z9eW3vn9m0ldRlENJFIxFFR4ff5Et98zTy4z7klvvna7/M5KioikYjC6gBAVXJANKdffHG1wzEyMiKmh59+8cXlVuvMzIzs6owgmpHhYbvNdjP8IZ9iyO1m+EO7zTYyPKykRgBQFaOL5tLFi1VVVQLrkLF59dVXl1utsuMa3UVzMxwuLyu7c/u/YiyDttgXn5eXld2UtWQaAGiAoUUzMzNjs9nefPNNqf385MmTj9fWyhuv0Vc0iUTCbrNFpqfFWwZtkelpu82WSCTk1QsAqmJo0dRv2HDm9Gl5Xd21adPo6KiMSvUVTWdn56muk1Itg7bA8eOdnZ3y6gUAVTGuaCYnJ6vWrJHd1UdGRlba7TKCGh1FMz8/b7VYUj98L080qR++t1os8/PzMqoGAFUxrmg69u8/evSokt7+xPr1MoYtdBTN0OCg3+eTZxm0+X2+ocFBGVUDgKoYVzSPlZYGR0eV9PbDhw/7Dh6UWq+OovF6vSLvNAncgfJ6vTKqBgBVMahoksnksqIihb29v7+/oaFBatU6isZRUZH87lslokl887Ve0yMAQACDiiYajTqdToW9/fJrr1VXVUmtWkfRFBYUKLEM2rI4+wEAsoVBRTM7O1tbW6uwtwdHR1eVl0utWi/RZDKZ3y5ZAqIB8hKDiiYej9tWrFDY2/v7+xtcLqlV6xjRWC2WhV9+VmKZ9E8/Wi0WGVUDgKoYVDQMwyx55BFJDwSzOXf27I7t26XWq6Noamtqop99qkQ00c8+ra2pkVE1AKiKcUXjfvLJ7u5uJb19+7ZtMmYA6SiaU11d5/v6lIjmfF/fqa4uGVUDgKoYVzSXLl70ejyyu/rk5ORyqzWZTEqtV0fRzMzM1NbUKBFNbU2NkgmlAKASxhVNKpVabrW+/vrr8rq63+fz+Xwy6tV3CsLG+vprE1flWWb8n2Mb6+vl1QsAqmJc0TAMMzQ4+MT69VNTU1L7+cjIyGOlpfJmGOorGpSGRsYshNQP30NiGsCwGFo0mUymaevWttZWSZ08FAqtdjjGxsbkVap7mogzZ840ut2Ze3fFWyZz726j233mzBnZlQKAqhhaNAzDpNPp9evWtbS0iIxr3nzzzTVr1pw7d052jbqLJpPJtLS0bGtqSv/0o8hb2tuamtpaW7OVNRkAso7RRcMwTDqd3r59+xPr1y86XnPq1CmbzXbl8mUl1ekuGoZhMplMIBCorqpaNDFNZHq6uqoqEAiAZQAjkwOiYRgmk8kMDQ4ut1q9Hk93dzf1fE1wdPTICy9UrVmzuaFhdnZWYV1GEA0iFAo5nc5Gtzs4OkrNgUp+921wdLTR7XY6nZOTk8rrAgBVyQ3RIFKp1KWLFxvd7iWPPGJbsaK2ttZZWbmsqOix0tKDBw9mq78ZarmVTCaD1lopWrrUbrOtX7dubV2d1WIpWrq0rbX12sQEBDJATpBLoiGJx+Ozs7PRaFTGkzI5yvz8/Nzc3NzcHKS2AnKOXBUNAAA5BIgGAADVAdEAAKA6IBoAAFQHRAMAgOqAaAAAUB0QDQAAqgOiAQBAdUA0AACoDogGAADVAdEAAKA6IBoAAFTn/wFdTF+N1pqb8AAAAABJRU5ErkJggg==" alt></p>
<p>According to the pedigree shown, which pattern of inheritance is indicated?</p>
<p>A. Sex-linked recessive trait<br>B. Autosomal recessive trait<br>C. Autosomal dominant trait<br>D. Codominant alleles</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>Three teachers expressed concern over this question suggesting that it is not possible to rule out codominance. Codominance would be indicated as a third colour in the pedigree and all offspring of the first generation parents would need to be represented by the intermediate phenotype.</p>
</div>
<br><hr><br><div class="question">
<p>One type of gene mutation involves a base substitution.<br><br></p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What are the consequences of the base substitutions in the two new sequences of DNA?</p>
<p>A. Both are mutations that would result in different polypeptides.<br>B. Sequence 2 would result in a changed polypeptide but sequence 1 would not.<br>C. All three DNA sequences would translate into the same polypeptide.<br>D. Only the original DNA and sequence 2 would translate into the same polypeptide.</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>This question caused concern from three teachers due to the ambiguity of the term "different" polypeptides, as in different with respect to one another or different with respect to the original DNA sequence. In such cases of ambiguous interpretation, students should be advised to read all possible answers. Choice D could then be recognized as unequivocally correct.</p>
</div>
<br><hr><br><div class="question">
<p>What is characteristic of homologous chromosomes?</p>
<p>A. They have an identical DNA sequence.<br>B. They are of the same length in karyograms.<br>C. They form pairs in prokaryotes.<br>D. They carry the same alleles.</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>These were all very good discriminators.</p>
</div>
<br><hr><br><div class="question">
<p>What type of enzyme could be used to cut a DNA molecule as indicated by the dotted line on the diagram below?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>A. DNA ligase<br>B. DNA polymerase<br>C. Helicase<br>D. Restriction enzyme</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 could be achieved by DNA profiling using gel electrophoresis?</p>
<p>A. The chromosome number of an organism could be counted.<br>B. It could be proven that human tissue found at the site of a crime did not come from a person suspected of having committed the crime.<br>C. A karyotype could be produced.<br>D. Extinct species of living organisms could be brought back to life.</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which process can be used to amplify small fragments of DNA?<br>A. Gel electrophoresis<br>B. Polymerase chain reaction<br>C. DNA profiling<br>D. Electron microscopy</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>In a cross between red haired cattle and white haired cattle the offspring produced are always a colour called roan (light red). If the roan cattle are interbred they produce white, roan and red offspring.</p>
<p>How many alleles are controlling this character?</p>
<p>A. 1<br> B. 2<br> C. 3<br> D. 4</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What evidence is given in the pedigree chart below to prove that the condition is caused by a dominant allele?</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApwAAACTCAIAAACs4F4OAAAgAElEQVR4nO2d/3MT553H+1/Y2JatbytbMnJssIBgcqYWkInBXGTshDSQ+AIkN+QqY9qQOJQhaTlC6rNp+DaBlPRow+C2aWFwqS+0MCemmjsPmsR3JvgHzZHETXTnaTWJEk2iRAN7PzzlmYfV6tmVdi2tdt+v2R8WsfvZz2rXeu3zZZ/nWyIAAAAATMG3yp0AAAAAAPQBUgcAAABMAqQOAAAAmARIHQAAADAJkDoAAABgEiB1AAAAwCRA6gAAAIBJgNQB0JNsNptKpcqdBQDAokDqoDKYn5+fU6K8GZ45c2ZjT4/L6fQIwqqOjj3PPZdMJsubEgDAakDqoDLoDYWqq6r4S7lySyQSvaFQbyg09Z//kf7ic/HO7dmb7x965WCL33/58uVyZQUAsCCQOqgMBgYGDCv13lDo0CsHxTu3Jcvszfdb/P54PF6uxAAAVgNSB5WBYaV+9q231nc/lP3m61ypi3duv3n6pxt7esqSGADAgkDqoDIwrNQHBgYmLl6UNbp453b2m69dTie6zgEASgOkDioDNVIfKQctfv/cRx/mk7p453ZvKHQtEin39wcAsASQOqgMFk7qg+FwoL29aKk3ejzz//e/HKk/tnkzussBAEoDpA4qg4Wrfr8xMxMMBjUk9uTk7y9xpO4RBFS/AwBKA6QOKgPDSv3MmTP9fX35jH7h/G/Xd3cXHRyA0pBOpxXHgQDlJZ1Oq7mUkDqoDAwr9Ww2u767+8Tx47lGn/vowxa//8bMTNHBASgN4+PjLqcz0N6OxZiLy+kcHx9XcykhdVAZLNzgMxqlLopiPB5f1dGxfdtTiU8+JjpPf/H5m6d/6hGEM2fOaIkMQGmYnJwcGBgodxYgL4PhMKQOTMWNmZmoEkVH1ih1URQzmcyBAwfaWltb/P5gV1dDfX1vKIQyOqgUIHWDA6kDoBZdpE5JJBI3Zmay2axeAQEoAZC6wYHUAVCLvlIHoBKB1A0OpA6AWiB1ACB1gwOpA6AWSB0ASN3gQOoAqAVSBwBSNziQOgBqgdQBgNQNDqQOgFogdQAgdYMDqQOgFkgdAI7Udw8NsUM89ff1kc/ZDyOYh3CBgdQBUAukDgC/pB6Px4m8x0ZH2c+rq6ri8fjCZwcgdQBUA6kDUKjUx8fHix6YGRQBpA6AWiB1AAqS+u6hod1DQyXMDkDqAKgGUgdAvdSXBQLLAgHZzUjxnba7s43x8Xg8EonQBniyjicD9UDqAKgFUgdApdTpkuvjsdFRWpSnGxCvs5X26FJXHJA6AGqB1AFQX1Kn5W+JY5YFArQbPFknn9OSuiiKkn52QD2QOgBqgdQBKKhNnThb8iabpCjPipwU3EmtewnOxZRA6gCoBVIHoCCps7XxdBtielnx5KuxB+oxrdSjAOjNqZMng8FgubPQgWvXrk1OTpY7Cx24dOlSuVPQh0QiUe6fTLUU+kpbrtdJtTztQ0fHqBHvFtZVOgnIYk6p//nPf3Y6HL2hkNWWVR0dLX5/2dMw2hIMBj2CUPY0jLM8sGrVfS0tZU9D+9Lo8awJBsuehsZl3dq1qzs7y/2rqRb1I8oRi9MaeLYUzm7J1rTH43FJh3n0fi8Uc0o9lUp5BKHcWZSB8fHxwXC43FkYDlSbSzDN8N0DAwOTk5PlzkIr0Wi0NxQqdxZqWeibB13kNAKpmwpIXRZIXQKkbiggdVIcJx3m9Y1sQSB1UwGpywKpS4DUDQWkTtvd0ZquHUjdVEDqskDqEiB1QwGpAx2B1E0FpC4LpC7BNL/LkHrpMc3NY1YgdVMBqcsCqUswze8ypF56THPzmBVI3VRA6rJA6hJM87sMqZce09w8ZgVSNxWQuiyQugTT/C5D6qXHNDePWYHUTQWkLgukLsE0v8uQeunJd/OkUik1Y+eVPmGrAambCkhdFkhdAqRuKMwh9Wg0qjhuIzsC/MJBp2OXTNau+/ty5E08MhuNdpYFAroMvAOpmwpIXRZIXQKkbihMI3XFs/AIQiqVWpi8/gYdaJaovb+vj5hy99CQZABa7Qdip5jTSH9fHztgvhYgdVMBqcsCqUuA1A0FpK4j4+Pj7Awx/X19hRbQ4/G4yoHtUFIvHZA6YIHUJUDqhgJS15Gx0VFW6ssCgUKlvntoCFI3HJA6YIHUJUDqhgJSJ5B5V0kl+fj4OF0n7oxEIqSOmjqbbM9O9cbOCEc2pgtRL92Aao8ciM4px+5FdqGf5E4mSxKQSJ1mS45Fng/YddnMxXulTrsFFNELAVI3FZC6LJC6BEjdUEDqlLHRUdryPT4+TtZZ/1Flks+pd1nT5yupLwsEyPZE5PF4nB5CZJza39dH7dvf10eORSxLEyBxSBc8idTZZwLqZrpONpbNnCZAHl9oAuzpqKEMUp+dnZ2YmLgxM6NXQFEUr169Os7wrz/7mcNuH7+XqakpHY9oQNLp9MGDB/v7+pLJpI5hx1UwPz+v4xG1MzExwaY3Njq6dMkSSc763oE6kk6np6amJicndfxWJee+d+/etWvWGPwi5vLBrVuSnNeuWbN3717Jh+VOszAymczZs2cfXLcukUjoFVPN3+wHt24VF7z0UmdFLoqiZAp28V6R55M6W/alhXXZFncqdVoip8vY6Cg7lZxs9Tubbb512cyp1GWnpVdP6aSezWaPHjlSb7O5XS7B7Xa73fU228GDB7PZrMbIoiiSlyX4i4mLsIlEom/TptqaGrvd3lBfX2+zLWlr0+uV0OqqqsHwdzlLi99vtNdPA+3t27c9xck52NU1MjJS7jSlJBKJRx95pLamRhAEQRAa6uvbWlt1+W4V/zqqq6qMdhFzGWdqSjlLudNUSzKZfOaZZxrq6x9ct27Ld77T4vcH2tsvX76sPbLi3+yK5cuLfvoxmtTZt9dEJalLDifb4i6RusTZtDt9vg3US12SOSt1LVPQlkjqmUwm2NXlcjolf35Oh2Pl/fen02ktwUVrS/1aJOJ2uepqayXn63I6X331Ve3xq6uqxDu3OcvAk08arQo0GAzemPlvTs4jIz82mtSnpqYEt9tWVyf9G7Hbf/TDH2oMrsaFRruIuZhJ6jdmZlr8/gM/+lHmqy/pbRm7fn1VR8fw8LDG4B5BSH32Kef+Hwx/1wRSJw3VYiEldSrgSCRCSuq5fdMkUqfHjcfjJLj2krps5qzU2VMoVPAlkvpgONzs88n+BTb7fDt27NASXLSw1FOpVKPHk++UBbc7FotpPASkXgLS6bTP66232WSvo9PhuPzOO1riQ+qGIpvNBoNdExcv5t6Z6S8+X9XRMTExoSV+5UqdXGKyTsxHGsJzpc6WvIkayRnx29TpE8PuoSHSps5ameiTFJTJIUgvOXoU8ihQfbefHe3vxnpdUer5Mmfb1KuZfnlGbFP/4NYtp8PB+SN0OZ2zs7NFxxctLPXhF17IZwKydKxcqfEQkHoJOHjwoMNu51zHxc3NWuJD6obizdOnH9u8Od/NGbt+vcXv1xK/cqUuMh3USamdbdhm28Vp93Ii/uqqKjK8DN1A0jJNgtN/0tNnO6Kz3ejYAjTNR7JLbkc5Nlv2dmXX+ZmTo4zf2ye/IEoh9bffftvn9XL+CBs9njdOnSo6vmhhqS9ftox/1ra6Oo2tG5B6CVgTDPKvY0N9vZaOVJC6odi+bduF87/l3J+rOjq0lHPKJfWG+vpAeztnqYirU+mUQurP79mj+He4pK2NM2Lw2jVrejZs4GywuLnZglLPZrO5TbCSpbamZu2aNfwBmZWHa4bUFxh7QwP/OjocjtWdnVouIqRuHFasWP7Brf/h3J9PbN36dw88UPTlrqutLb3UM5nMnAq0fXNAmVJI/eDBg86cLnLsUm+zPfHEE5yJfbZv2zY8PMzZYN3atRaUuiiK/HaN6qoqp9N57ty5fN/bhfPnSd91DpB6CVB8KvUIwunTp/Ndo8FweDAc5l9ESN04PLhu3fR773Luz82PPnrktdfyXc1TJ08Gg0HO5XY5naWXOjAIpZD6tUiEX/3ubWridwzZt2/fqZMnORtYtvq9+6GH+Gddb7Nxdp+bmwu0t/MPAamXgMc2b+ZfR1tdXSaTybf7qZMn9+3bx4kPqRuK4eHhE8eP57s5s9987REEzmgTUaXW67JUvwODUAqpZzKZfF3fyeJ2ufi9JyD1fLx5+rRHEPKdss/rfeKJJzi7Q+oG4d8mJwW3O991bGxs3NTby9kdUq8sqUej0bbW1nzePXrktf5+XodnSB1wKNErbdFoNF/nXqfDofj+BqTOoW/TptyX1KvvVoHwn5YgdeOwY8eOhvp62esouN38UQIh9cqSuiiKw8PD27c9lf7ic8mdefmddzyCwG97htQBh9KNKHfs2DGH3c42rtsbGhx2+6FXXlHcF1LnkEwmQw8/LLhcEp233nff9PQ0f19I3TikUqlNvb2S8rq3qem+lhbF6wipV5zU0+n0YDgcaG8/+9YvZm++n/rs06tX/jgY/m6gvT2qNLSfMaWeSqW4nXP+RnEHpe+nkbQX7lpLXnPXguy4sCWgpGO/z83N7dq16/4VK+pttmWBwGA4rHLSOkhdkd/97neP9Pcvbm52Ohx/v3Hj4cOHOU2wFJVSV1yK/ltdIMjLM/zFaFInTE5OPvrII/7Fi+0NDd0PPTT6L/+i5jrqInWjXcRczCR1wtWrV5/duXN1Z6dHEPr7+0dGRtS8gKoodTXf0kK80rZAV4eMuC6KInmfm87LUs28O64L5AV0vaROztfkUi8aRamD4lAjdWB8FKUOzISi1BcUjVIvYj51dtoVUvwtNAIZDE7lliiplwJIfYGA1M0BpG4prCZ1dqhX2XlZFFEvV0i9REDqCwSkbg4gdUthYqmz46eKOfOlkpHY6bpkAxqEbkYGeJfswn5C23/pyK+yUicD1tJj0fHbWWdLMhdzpE67BWiZgU0NkLqlgdTNAaRuKcwqdTJtmnhXh+xELLIldTLhClnv7+sj63TiNTotm2RWFXZOF7LOijy3TZ325CCfEzfTdbIimzl73N1DQ+yHRXdoUAOkbmkgdXMAqVsKs0qdRTK7mqzUJVO2EIXnVs6zcmWnb6G7kFI42ZhTUuev52bOHldy0AUtrEPqlgZSNweQuqUwt9RpyViN1CV2lG1xl0hd4mzJnOhapC7JXCL1kjWuQ+qWBlI3B5C6pTCr1ImSiadVltRZAdMWdMmb0hKpsxoeGx29cuUKa9zipC6buUTqrGhRUofUFwpI3RxA6pbCrFJnS95EjUROnDb1auZVddqmTq0ciUToYDWRSGRsdJSIlh6F7kJjkv5uEq8rSl02c0mbejUzXzva1CH1hQJSNweQuqUwq9TZruxErseOHZM0RUuapdnxiGgc2hGd7UZHy8rsUWiZnu4iKf2LTDP8skAg33pu5ufOnaOfEK+zffK1XgMukLqlgdTNAaRuKcwqdaALkLqlgdTNAaRuKSpa6qVP2GpA6pYGUjcHkLqlMKbUM5nMnApKn7DVgNQtDaRuDiB1S2FMqQODAKlbGkjdHEDqlgJSBxwgdUsDqZsDSN1SQOqAA6RuaSB1cwCpWwpIHXCA1C0NpG4OIHVLYXypZ7PZGzMzF86fn5iYkIzvVgLoS+fxeJy+yL4Qb4ezo+JwctDlWOoncoXULQ2kbg4gdUthcKlPTEy0+P3Brq5nnn564MknVyxfvrqz88bMTGnS6+/rI+ZbFggsCwToLGo6+pVAtC2rTzYHvR4m2HFs+EDqlgZSNweQuqUwstQPHDiwqqMjdv26eOc2XSYuXmxrbb18+XIJ0qu+d3aWIpyaO/Z7PvKV1HV/gBBRUgcqgdTNAaRuKQwr9VgsFmhvT332KWt0sszefL+ttTWZTC5obpIJXXKncVNEdp63fMhKXXZSGe1A6kAVkLo5gNQthWGlvrGn5+qVP+YanSxHj7w2PDycLyyRVvW9E5DTUdN3Dw3R1nHiS3a4dTKnCztXOm3SrmbmQqUbsGVxdht2JHlJTHYXEnz30FCu1CU5SA5BToe2BdDjsutkFzpQPH3CkEhdNjECpG5pIHVzAKlbCmNKPZPJ+LzefEYnhfVgsIsTWeItsk4ncSFlbiJ4ssKqmo0gW1IfGx2l87lRZ1fnTMlKjMvZhYqcbKlYUmejkcOxyicf0nU6kSv7QECOK5lANjcxCqRuaSB1cwCpWwpjSn16evrBdes4Uhfv3K6rreVElpW6yIhclKtRZyvMOVKXlN3JM0FuMZeVeu4urG5FFdXvbNGfFtbZQ+Rbp/T39eVKPTcxdhdI3dJA6uYAUrcUxpR6Mpls8fs5Rk/+9S9tra2cyEVInVZTsxHyST23qlxR6vxd1EidfQjIPQRH6rRMLyt1jrYhdUsDqZsDSN1SGFPqoii2tbYmPvk4n9Qnf3+J/y5cQVIn1fKRSER9SZ2tpiaN9Hzj5u5Ca8jpBmpK6mxwNSV1EoE8PeQrqUsSYxOA1C0NpG4OIHVLYVipj4yMbN+2Tdboma++XNXRofhWW26ntkgkIit1ajgi9Xg8HolE+G3q7C60TZ3acWx0lAQhZiXt1pJdSHwSk5akJQbNbVOnhXv2pXnyiew6Wx9ApE4709E29dxzoUDqlgZSNweQuqUwrNSz2WwwGDw8Npb95mvW6OkvPn92587BcFgxOHU59RatYCeGzl0nDcyk8Mo2M0tassW7hXvWsrTbOWv3aqaPfe4u1OX9fX383u9kF/YQtJhOnwZk19ldyNkdOXJE8VwokLqlgdTNAaRuKQwrdVEUE4nE1i1b1nc/dOrk69PvvXst8u9Hj7wWaG8fHh5Op9OlzNOyQOqWBlI3B5C6pTCy1AkTExPDw8MPrlvX39/38ksvxWKx0uQGREjd4kDq5gBStxTGlzooI5C6pYHUzQGkbikgdcABUrc0kLo5gNQtBaQOOEDqlgZSNweQuqWA1AEHSN3SQOrmAFK3FBaUOn2Di+iKvt+l+4Fkh5mj/yV5+U077Cv4egGpWxpI3RxA6pbC+FKPRqP79+9f3929qbd3dHR0dnZWyxHp/CVkYrRlgQB5iVxfv4p3tS0r9fHxcWJfdv4YjZAnFUgd6Amkbg4gdUthZKmnUqkdO3Y4HQ5amK6tqbE3NBw6dCibzRZ3RDohm3h3LJdCI4yNjqqZiVzMX1InY8QWelxFUFIHOgOpmwNI3VIYVurZbHZ1Z2e9zSaZmqy6qsrtcn3/e98r7ojswG3sSO/qYYeU55NP6nQMdn2B1IHOQOrmAFK3FIaV+t4XX1zc3JxrdLI0ejzRaJQfnE4qSmcWZyOwg78S9bIb0CDsyLLskKu547bSEdrZ9nKJ1Nntq5k5Ztj2dTowO8mfeJpdF++dhpVKl5W67LkUAaRuaSB1cwCpWwrDSt3ldOYzOln6Nm3iRKYTnBNHUjPlK6mTkeHJen9fn2RaMzrRCzsVSjwep9OskRZ68d7Seb42dbakTiZWp4dgZUynhGHXyaPDskCADttOc6BSlz2X4oDULQ2kbg4gdUthTKknk0l7QwNf6o0ej8qjsCLPJ3XaJV4yFYokVO78ZpJdqG5FFdXvkoI7KaxLnhtk1ynslK9U6rnnovKLygVStzSQujmA1C2FMaUei8U8gsCXuhpX0WpqNVKXNEjLtrhLpC5bu87Ww6uROt0+9xB8qdM55WhYKnW9Gtch9bIRi8VGys2+ffs8glDuLEZGRkbm5+fLfUEqGEjdUhhT6ul02lZXxzd6+9KlnMhEybRBWo3UWQHTFnSOccdGR6lQyT+vXLnCelel1On28XhcZUmdNMPH4/F8JXXJuXC+KD4LK/V0Or2+uzvQ3q5xcTmdPq9Xe5wL588XcRYLRG8oNBgOaxFhbyjUGwppiaCL1D2CsG/fPi0RyFmU+4KUh2QyGdXMYDg8GA5rj5NIJMr9fZicdDqt/TKdOnUq2NWlPc4Ht24VcQqcNvW21laO0WsWLfqnZ5/lRGZLq0TkRE6cNvVq5lV12qbOzn1OB6uJRCLUvvQodBcak5Skc70uaVOn25OX5RSlzj5tEKmTD9k29dxzKY6Flfrc3Fxba+ucZrZv23bixAmNQYh4ijiLBaI3FIoq9QXlo718pkv1ezAYvDEzoyUCUbvGNCqUrVu2BINB8nxW9EKeWTUGWd/dvbqzs9zfh8kZHh5e1dGh8UoFg0GPIGgM0hsKuZzOIk6BI/U//OEPbpcrn9QFt5v/1Mj2OCNyPXbsGBuBbXgmLmS7lNM4tAs92/WM1udL+rVJdpGUmMWcRnTa603SoE6bDGTXST849tTIw4fiuRTBwko9lUp5BKGIHSXoUv1utCpKSJ1iZalrvw1Ene5tXW4GwEeXn7KoTtXvHkFIpVKF7sUffOb5PXvYkWfo4nI6f/nLX2rLF6gCUi8bkDoFUtcYBFKvFEwvdVEUf/Ob37hdLo/HU2+zCW63RxD8ixdPTU1pyBQUAKReNiB1CqSuMQikXilYQeqiKKZSqWg0eurkybNvvTU9PZ3JZIrNERQMpF42IHUKpK4xCKReKVhE6qCMQOplA1KnQOoag0DqlQKkDhYanaWeTCbZDuc3b950u1ySXujJZLLQLJ9//vkTx48XupfkuD9+9dVdu3ZJPixjvVDPhg3Xrl3TEuHE8eMvvPBCQbvMz8+zpz81NZX7ekKhf+erV6/+r+npgnaR8Morrxw4cEBLhMqlZ8OGQqWeyWTU3NuKk2IlEgndbwbAMpfDrl27fvzqq+wn6XS60LDXrl3r2bChoF1y75m5uTm3y3Xz5k32EzWhIHWDo7PUB8Nh/gvlPq93MBxWmVwikdi6dWuzz1ezaFFdbW370qUFzd+nOLZRdVWV9kJSocTj8U29vYLbTU5qxfLlb7zxRkER0un083v2LF2ypGbRoppFi1r8/qefflrlo1JvKNTi93MuEHltXeWJDAwMtPj9bpfL6XAEg10nTpwoaHbFTCbz4osvLl2ypLampramptnnU38ilU48HifvFNUsWlRbU9OxcqX62yAajaq5txV/owPt7YpBLFuDogvVVVWKI3Co/P0VRTGbzR49ciQY7HI6HG6Xq8XvHxgYkAy0ko9oNNpQX89PRuWbVJC6wdFf6uPnzol3budbJn9/SeUN8etf/9rpcDQ1NrI/Mc0+X/vSpSqfKNX88E1OTqoJpRfHjh512O2SwRS9TU2rV69WKbMbMzM+r7fZ55N8LYLbfeXKFcXde0Oh6J/+xLlAp06+rqYi98yZMz6v99TJ1xOffCzeuZ356svY9esbe3rWd3erHBsuHo/f19IiORGf1+t2uS6/846aCJXLT37yE4fdLpn9wuf1dn3722pKxjdmZtTc24ptIsFgEFJfUDyCkPrsU86f274f/EBlbfz8/Pz67u7eUCh2/Xrmqy/FO7cTn3x86uTrHkE4c+aM4u5/q7HPn4l457bK2nhI3eAYVOpzc3P5Jvxx2O2d6obIMJrUY7GY4HbLpuERhNDDDytGyGQy97W05BuL0e1yKT4Z6CL1WCzm83pnb74v2Tf7zdd7nvv+1i1b1JxI+9Kl+U7EpeJEKpepqal8A3R4m5q2PP64YgRIvVLQUepbt2x5+aX9uRFmb77v83pjsRh/d0jdOhhU6ht7emoWLcr3Q+N0OH7+858rBjGa1Je0tXEycblcisns37+fMw+Sra7uH5S+W12kvqqjY+LiRdndM199GezqUhyO99ChQ7IjVJClrrZ24Mkn+REqF//ixZzbQHC7r907p1MukHqloJfUL5w/H+zqyn7ztWyQC+d/u6qjgx8BUrcORpR6JpNx2O3835qNPT2KyRhK6nNzc40eDyeT2pqaf3zmGX6Q9qVL+adjb2jgR9Au9bm5ubbWVk6Es2/9Yvfu3fw07l+xQuOJVCizs7OKt4FipxNIvVLQS+qD4fDZt37BiePzevnNXpC6dTCi1Kenp/k/fNXq5uU1lNQnJiaampr4yaxYvpwTIZPJKE6C5Ha5+JM0aJf6xMTE9m1PcSLM3nxfcQjxeptN8foWN9uEwVFzGzywahU/CKReKegl9dWdnbmtXeyydcuWy5cvcyJA6tYBUi+d1L2Q+l3qamutKfUL588r3gaQumkwpdTZeUewGHMxnNQzmUxDfT0/6Yqrfv/g1i1zVL9/cOuWYvX7szt38tNA9TvnNgij+t0s6CX1Z3fuNE71OzANJe0ot767uzZ/RzmX0/mzN99UDGIoqYuieF9LCycTl8ul2L/sB3v3cnob2Orqtm7dyo+gS0e5FSuW5+sol/3mazUd5V5+6aV8bzdUV1XV1daq6QReiWSzWZ/Xy7kNBLf76tWr/CCQeqWgl9TffvvtB9ety9dRbuLixVJ2lAOmodSvtOV77cfpcKxcuVLNICdGk3osFpO8oU6XpsbGjRs3KkZIp9M+rzdfg7Tb5eJPVyzq90pbi98/99GHubu//NJ+la+0tbW1cV5pUzyRyiUajeZ7s7HZ59vU26sYAVKvFPR9pe3w2FhuhLmPPmzx+0v5ShswDaUefOZXv/qVy+mU/Pz5vN72pUtVtrYaTeqiKB49etTldEoKqU2Njas7O1W+mT09Pe3zeiWlPW9Tk8oxW3QffCb517+QAvr0e+/2hkIFDT7T4vdLTqTR43G7XJcuXVIToXI5fPiw0+GQvJ1IBp9RcxtA6pWC7oPPPLZ58/R775Iie/Kvfzl18nWf11viwWeAaSjPMLFbHn/c6XA47PZ6m62tre2fDxwwwTCxG3t67A0NToeDDNxY6AQP6XT6ueeeW9zcXG+z2RsaGj2eHTt2lGuYWI8gtLW2egShuGFih194wb94cb3N5rDbGz2e7du2mXjYGZZ4PL5h/XpyG9jq6pYFAhgm1nxUL8Awsas7O11OZ1trq8/rLcswscA0FDOhiyxF/GrPz88X8QipmMlcWSd0SSQSRczlwJJKpQr9MiUTushS6Fety4moLN+bj0QiUehNKDs5Ry6FTvsaKOQAAACbSURBVOiiy80AWNRcpiL+dtLpdKHtUyrvmUIzARVNMVOvAgAAAMCAQOoAAACASYDUAQAAAJMAqQMAAAAmAVIHAAAATAKkDgAAAJgESB0AAAAwCZA6AAAAYBIgdQAAAMAkQOoAAACASYDUAQAAAJMAqQMAAAAmAVIHAAAATAKkDgAAAJgESB0AAAAwCZA6AAAAYBIgdQAAAMAk/D9Vi/K9ophxMgAAAABJRU5ErkJggg==" alt></p>
<p>A. Two unaffected parents have unaffected children.<br> B. Two affected parents have affected children.<br> C. An affected parent and an unaffected parent have affected children.<br> D. Two affected parents have an unaffected child.</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>Most candidates answered this question incorrectly. Although it was a good question, it was perhaps a little bit too complicated for candidates to analyze a pedigree in such a short time. It was agreed at grade award that it would have made a better Paper 2 question.</p>
<div class="question">
<p>A dominant autosomal allele for lactase persistence allows humans to digest milk as adults. People who lack this allele are lactose intolerant in adulthood.</p>
<p> <img 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" width="784" height="211"></p>
<p>If J and K have a child L, what is the probability that L will be lactase persistent?</p>
<p>A. 25 %</p>
<p>B. 50 %</p>
<p>C. 75 %</p>
<p>D. 100 %</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>When genes are transferred between species, the amino acid sequence of the polypeptide translated from them is unchanged. Why is this so?</p>
<p>A. All organisms use ribosomes for protein synthesis.<br>B. DNA replication is semi-conservative.<br>C. The enzymes used are substrate specific.<br>D. The genetic code is universal.</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What is a definition of a clone?</p>
<p>A. A group of cells derived from a single parent cell<br>B. Differentiated cells that retain the capacity to divide<br>C. A fetus developed specifically for medical use<br>D. A group of cells that have lost the ability to differentiate</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>This was an easy question for most candidates.</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following statements about homologous chromosomes is correct?</p>
<p>A. Each gene is at the same locus on both chromosomes. <br> B. They are two identical copies of a parent chromosome which are attached to one another at the centromere. <br> C. They always produce identical phenotypes. <br> D. They are chromosomes that have identical genes and alleles.</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>This question discriminated very well. However, many choose either B or D, both of which were incorrect showing a lack of understanding of what homologous chromosomes are. <br><br><br></p>
</div>
<br><hr><br><div class="question">
<p>What event occurs only in meiosis?</p>
<p>A. Fusion of gametes to promote genetic variation<br>B. Random separation of chromatids<br>C. Random separation of homologous chromosomes<br>D. Replication of chromosomes</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>These were all very good discriminators.</p>
</div>
<br><hr><br><div class="question">
<p>What description is matched with the correct phase in meiosis I?</p>
<p><img src="data:image/png;base64,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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><div class="question">
<p>What does the universal nature of the genetic code allow?</p>
<p>A. Change of genetic code in the same species<br> B. Transfer of genes between species<br> C. Formation of clones<br> D. Infection by bacteria</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>If a father with A-type blood and a mother with B-type blood have a child, what is the probability that the child will have O-type blood?</p>
<p>A. 50 % chance if both parents have the recessive allele.<br>B. 25 % chance if both parents have the recessive allele.<br>C. 0 % chance because neither parent has the allele.<br>D. 50 % chance if either parent has the recessive allele.</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>Two teachers expressed concern over this question arguing that both B and C could be correct. It is agreed that ruling out answer C is based on the subtleties of language as the data does not support the statement that definitively neither parent has the allele. C would only be correct if the statement said "if neither parent has the allele".</p>
</div>
<br><hr><br><div class="question">
<p>What is the effect of dominant alleles?</p>
<p>I. They mask the effect of recessive alleles. <br>II. They become more frequent than recessive alleles in a population. <br>III. They have a joint effect with recessive alleles when characteristics are co-dominant.</p>
<p>A. I only<br>B. I and II only<br>C. I and III only<br>D. I, II and III<br><br> </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>Although some teachers criticized this question, it is perfectly fair. Many candidates believed that dominant alleles have a joint effect with recessive alleles in co-dominance.</p>
</div>
<br><hr><br><div class="question">
<p>The sequence of the first six amino acids of the normal β hemoglobin (Hb<sup>A</sup>) chain are listed.</p>
<p>valine – histidine – leucine – threonine – proline – glutamic acid</p>
<p>Which sequence of amino acids could there be in the first six amino acids of the sickle-cell β hemoglobin (Hb<sup>S</sup>) chain?</p>
<p>A. glutamic acid – histidine – leucine – threonine – proline – valine<br> B. valine – valine – histidine – leucine – threonine – proline<br> C. glutamic acid – histidine – leucine – threonine – proline – glutamic acid<br> D. valine – histidine – leucine – threonine – proline – valine</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>Question 11 was not popular with some teachers. Like question 7, it was felt to depend solely on a memorised fact, in this case the specific mutation that causes sickle cell anemia. This knowledge is specified by the programme, so could have been expected, but ideally answer C should have been slightly different so that it could have been eliminated using understanding.</p>
</div>
<br><hr><br><div class="question">
<p>Which genetic condition can be diagnosed by karyotyping?</p>
<p>A. Trisomy 21<br>B. Sickle-cell anemia<br>C. Hemophilia<br>D. Colour blindness</p>
<p> </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">
<p>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What term describes the failure of sister chromatids to separate during anaphase II?</p>
<p>A. Sex linkage<br>B. Karyotyping<br>C. Non-disjunction<br>D. Semi-conservative replication</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>Questions 7, 8, 10, 11 and 12 also had relatively low discrimination indices because a high proportion of candidates answered them correctly, indicating either good knowledge or that these questions proved to be rather too easy.</p>
</div>
<br><hr><br><div class="question">
<p> Which sequence of DNA would be suitable in DNA profiling?</p>
<p>A. ---ATTCGTGAATCAGCC--<br>B. ---ATTCGTGAATTTGCC--<br>C. ---ATTCGTGATTGCAGC--<br>D. ---ATTCGTGATTCGTGA--</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>This question had the greatest number of G2 comments. Although teachers believed this was an unfair question, some candidates were able to see the tandem repeats only present in answer D. This was the only answer with 7 base pair repeats (there can be between 2 and 60 base pair in a tandem repeat). It is agreed that it is possibly too short a sequence to easily see the repeats and that this could have put off some good candidates.</p>
</div>
<br><hr><br><div class="question">
<p>In humans a V-shaped hair line is dominant to a straight hair line. A woman with a V-shaped hair line and a man with a straight hair line have children. The woman has a mother with a straight hair line. What is the proportion of children who are likely to have a V-shaped hair line?</p>
<p>A. Half of the children<br> B. A quarter of the children<br> C. All of the children<br> D. None of the children</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following is an inherited disease that is due to a base substitution mutation in a gene?</p>
<p>A. Trisomy 21<br>B. Sickle cell anemia<br>C. AIDS<br>D. Type II diabetes</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What commonly causes Down syndrome in humans?</p>
<p>A. Non-disjunction<br>B. Base substitution<br>C. Amniocentesis<br>D. Gene mutation</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">In a person who is heterozygous for sickle-cell anemia, where is the mutation found?</p>
<p align="LEFT">A. In every gamete produced</p>
<p align="LEFT">B. Only in gametes carrying an X chromosome</p>
<p align="LEFT">C. In all brain cells</p>
<p>D. In blood plasma</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>This question proved to be too hard for all candidates. Most candidates answered that the mutation for sickle-cell anemia is found in blood plasma. This is probably because they know anemia is related to blood, but failed to realize that plasma has no cells, therefore no DNA (6.2.6 in guide). Many candidates also went for gametes with X chromosome; probably wrongly believing this is a sex-linked disease. Others believed every gamete has the mutation, forgetting that gametes only have half the genetic information, so in a heterozygous individual, not all gametes receive the mutation. All nucleated cells in the body (except half of the gametes) have the mutation; therefore the only possible answer was brain cells.</p>
</div>
<br><hr><br><div class="question">
<p>Red-green colour blindness is a sex-linked condition. Which of the following always shows normal vision?</p>
<p>A. A homozygous male<br> B. A homozygous female<br> C. A heterozygous male<br> D. A heterozygous female</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>Although some teachers complained about the wording of this question, it turned out to be a very good discriminator. Some candidates thought a homozygous female always showed normal vision, but a female homozygous for the colour blindness allele would not have normal vision.</p>
</div>
<br><hr><br><div class="question">
<p>Which technique causes fragments of DNA to move in an electric field?</p>
<p>A. Polymerase chain reaction (PCR)<br> B. Genetic modification<br> C. Therapeutic cloning<br> D. Gel electrophoresis</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following genotypes is possible in the offspring of a homozygous male with blood group A and a female with blood group B?</p>
<p>A. I<sup>A</sup>I<sup>A</sup><br> B. I<sup>A</sup>i<br> C. ii<br> D. I<sup>B</sup>i</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>What do <strong>all</strong> human males inherit from their mother?</p>
<p>I. An X chromosome <br>II. A Y chromosome <br>III. Mitochondrial DNA</p>
<p>A. I only<br>B. I and II only<br>C. I and III only<br>D. I, II and III</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>Answers A and C were accepted as correct. As the origin of mitochondrial DNA is not in the syllabus, candidates could not be expected to know that mitochondrial DNA is only inherited from the mother.</p>
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">Which is a possible risk associated with a genetic modification of crops?</p>
<p style="text-align: left;">A. Crop plants will become weaker with time.</p>
<p style="text-align: left;">B. It can increase mutations in the organisms that consume them.</p>
<p style="text-align: left;">C. Starch obtained from genetically modified plants will be more difficult to digest.</p>
<p style="text-align: left;">D. Resistance to herbicide genes can be transferred to weeds.</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 maximum number of different genotypes and phenotypes are possible among the children of a mother with blood group A and a father with blood group B?</p>
<p><img src="data:image/png;base64,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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><div class="question">
<p>The pedigree chart below shows the blood types of three members of a family.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Which could be the blood types of individuals 1 and 2?</p>
<p><img src="data:image/png;base64,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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">
<p>N/A</p>
</div>
<br><hr><br><div class="specification">
<p><em>Questions 38 and 39 refer to the following karyotype.</em></p>
<p><em><img src="data:image/png;base64,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" alt></em></p>
</div>
<div class="question">
<p>What procedure(s) could have been involved in the creation of the karyotype?</p>
<p>I. Chorionic villus sampling <br>II. DNA profiling <br>III. Amniocentesis</p>
<p>A. I only<br>B. II only<br>C. I and III only<br>D. I, II and III</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>One teacher comment suggested that the term trisomy in the source could have confused the candidates but this did not seem the case, as the questions were answered correctly by most candidates.</p>
</div>
<br><hr><br><div class="question">
<p>What proves that the inheritance of the condition shown in this pedigree chart is autosomal recessive and not autosomal dominant?</p>
<p><img 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"></p>
<p>A. There is no affected person in generation I.</p>
<p>B. Both males and females are affected.</p>
<p>C. Two unaffected parents have a child that is affected.</p>
<p>D. Not everybody in generation III is affected.<br><br></p>
<p> </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>A DNA profile was made of one individual in a paternity suit. Locus B was used to distinguish between this individual and other individuals. The individual had two alleles of the gene at locus B which are shown below:</p>
<p style="text-align: center;"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUMAAACyCAYAAADYiq0PAAAXy0lEQVR4Ae2dbWwU17nHT67yEWO1aT/QCJcIw+WDXWwQVCqvN2mrG0hoUhG/0JD0xrfYxLikEMfCuFQlyNRYDXUpF4jk6tIQbNyqJASbe0UTQcCogfKS2pVoAqQYOXDVQlnM9736n+UcZtczO7OzM8Zn5n+k1czOec6Z5/zO7H+f87L2Q8lkMimYSIAESCDmBP4l5u1n80mABEhAEqAY8kEgARIgASEExZCPAQmQAAlQDPkMkAAJkECKACNDPgkkQAIkwMiQzwAJkAAJpAgwMuSTQAIkQAKMDPkMkAAJkECKACNDPgkkQAIkwMiQzwAJkAAJpAgwMuSTQAIkQAKMDPkMkAAJkECKACNDPgkkQAIkwMiQzwAJkAAJpAg8TBDmE0gkEmL2zDLx5NIlYsfOncY2SLXDrgElpaWiqrpaVK2otsvmNRLImwCHyXkjZAVBE4CoX/rbZ2mvktIS0dLcLI709gV9O9ZHApIAxZAPghEEtrS2isLCQtHX12uEv3TSPAIUQ/P6LC+Pu/d3iWeeXiaKpzwmXy8+/7xttNXe1qZtMARHOZUa6uvlsFy9xxFDXNSJcirt2bVb/NvCRboe3DffyK6oqEhVzyMJBEqAYhgozvFdGQQNQ00MOdUwFB5D3PpP9mvnIZAQMsw/wg7zdLkOUSF6EMbaujp9r8lFk+W9rg0N6Xt5PYGP8HtVXZ3XIrQjgZwIUAxzwmW28Z7duwUWIjDkVGnvvn1iclGRjugginhBADF3h9TY1CSHqN1d+1Ux1+Pg4IC0mTd/nrZV4or7ZUsQUhW5qqOKKO8kEtmKMo8EfBOgGPpGZ1bBwYEBgYjsySUpgbN6D8FS+TgilZSUWk3E2Y8vCAin1/SNefOlad+9CDGXaNBuAQWCDJFuqF/j1QXakUBOBCiGOeEy1/ja0DVH57EwgYR5vzt3UpGXuuZYyCUDAotI8Nq1ITnkVnOH1jlFlyrSsmtX1wmraKdl8g0JBECAYhgARBOqwHydU4IIImH4OnHifWF0svd6HREehuSYd3znvUNy2I25SL+CONEi2l59oB0JeCVAMfRKynA7zBVC7I70jd6nh+En8hANwg5JzfmpZiOyw6qyUxocGHTKktdRLyJF3GPIxwIKKsE9rD5mvSEzSSBHAhTDHIGZbI6VXcwJYmVYJawcYz5PLapgKIoXFizUogWiOdiolVzMJyKaxHUk5GVGe3gP8VR1wA72KDfv3nyi8sHLMdMHL2VoQwK5EHgomUwmcylA2/FHAAKTLWrDcBVRGRK213R3dUlRxHsIX1X1Cr1yrFoHMVNih2gMQoh5O5WQpwQQUSV+Kof3sMFiBxJs3tydEkC8hx0E2eknddnagcgSiz9WH5QvPJJAEAQohkFQZB0kQALGE+Aw2fguZANIgASCIEAxDIIi6yABEjCeAMXQ+C5kA0iABIIgQDEMgiLrIAESMJ4AxdD4LmQDSIAEgiBAMQyCIusgARIwngDF0PguZANIgASCIEAxDIIi6yABEjCeAMXQ+C5kA0iABIIgQDEMgiLrIAESMJ4AxdD4LmQDSIAEgiBAMQyCIusgARIwngDF0PguZANIgASCIEAxDIIi6yABEjCeAMXQ+C5kA0iABIIgQDEMgiLrIAESMJ7Aw0G3AP/nlokESCB6BPCPvaKcAhdDwIo6NLQRon/6/Dljno255bOM8dc0X+PyvBvzsPt0lMNkn+BYjARIIFoEKIbR6k+2hgRIwCcBiqFPcCxGAiQQLQIUw2j1J1tDAiTgkwDF0Cc4FiMBEogWAYphtPqTrSEBEvBJgGLoExyLkQAJRIsAxTBa/cnWkAAJ+CRAMfQJjsVIgASiRYBiGK3+ZGtIgAR8EqAY+gTHYiRAAtEiQDGMVn+yNSRAAj4JUAx9gmMxEiCBaBGgGEarP9kaEiABnwQohj7BsRgJkIB/AolEQv4ZPPwpvMzXM08vE937u0ZVvmfX7jRbvA8yhfL3DIN00JS63t5/QHS0t7m6u/Xn28UTjy/Sdih34fw5cfwPR/W1qpUvisrKCvHoo5P0NXUyPHxdHO7tE527dqpL4otf+rJ49rkKUVVZIQoLC/T1bCcXL34iXqiuymYi82pW14vaVTXa7kH4u3nzFnH44O+1D04nR48d1+2341Q+9+ti4aLF4nsrKm2rsGvbom9+S8xfsFB8Z9lS2zK8mB+BJ5cuETt23n+WUVtLc7N8FRYWCuSra0d6+6Qtrg0ODIgXn18prl0bEltaW/NzQpVOBpymfnVKwDWOz+rQzpu3bjm+fvmrXUnY9PzuoKPNSzU/SM6ZPScJW1VX/6k/JtV1nKvrOKo6kW/Nwz2WP1cp6/rzwF/Syqjybv6iPti0/qzdtjzqUX6F7a+br2tfWSd9vfLZVVtfwQN1wF8rD8UP5RUXHFGP4mdtG/I2tvxE1oWjtYw6x33ikIJu5+3btyXXNS+/bItv1tdmJlUebPF+93/tSrPduGGDrAP5QSQOk9W3whgf33ijQ0aDr7duTYtUZsyYLlpaWqQ327dv114hkkPk+dSz3xXt7W0Cdioh0ty2bZt829nZqS4HejTFX0SE7VtbBSI6cLJG14gIEekiynz/g+OaT0dHh7h65Yr4xY4daX0Bg3Xr1soy3W/tFegDprEjUFRUJG+GCPHsxxdE7eq6UG/OYXKoeO0rxwcWHy58YOfMmTXKCEPd1Q0/FDdu3NB5PT098rym5v6QVWcKIYeHmWWs+fmcm+TvgQM94tY//i4qKuyHwphKsCYIHMQRUxPWLxirjSoz/Pl1RxurPc/zI9BQXy9KSkvEqjpn8cOcIl5VK6oFxDKIRDEMgmKOdfzpbOp/p5SVjxZCVVXmHNWpEyekeFojHWWrjpll1PV8jyb5e+b0R3IO1e5LBhzwRWOdAz177rzEs2DBAkdMmWUcDZmRMwHMAxb3jv4ncvPmzxN3EolRQgd7iCVSSWmpqKquzvmeTgU8iyH/650Twtyv3717VxaaMGGCp8KIXhDtFBR4WxzxVGkORib5+8+bN8UXHnnEc+suX/pU2hYUeOsLzxVH0DAXDfD6T7LsFlCwStze1iYa6teId947lEYS9peWpv5LH0QRK8979+0TEM98k2cx9Nq4XIDl63zcy0Mk7VaEf9PVPS6Hcyb5a7eCjfnaTZtS87lxfPa8akC+bDA3eKr/pOg/2S+uDQ2JyffmDjPrfa2pSSBSPNLXG4gYcgElk/AYvFcRoYq43G6JuSxsnxkZGUkzxXX8u1L1WtvYlJYf1BuT/EVUiOjQa5paPE2ajoykonVVDqKnuOII/kxjR2DivXlA7Ed0Sl5snMraXacY2lEJ+driRQvlhwv7C7OlPW92CixeIJWWlYmBCxdEIpEuiNnKB5Vnkr+LH39CTimcOePMFivJ2FOINH1aSgzPnU/NHQbFjPXkR2BwYFDOF2JeEBEiRpyZm6wxp4ikVp3zu6MQFMN8Cfoojwl5bJLGRmunD21jY5M49sH7emsIVkcxb4htIE7Ja6TpVN7pukn+YuUXUVxPT0rsMtsEIdyw/kf6MhZasKp/8Lc9jltnHsQXkHYwhicQPQyP1Woy5gPxOtLXJ6yRIjZnYwit7PJFRTHMl6DP8ljRxIfwx80bdJSCqjCvVlu7WgrluvWv6trxod3409flNhAIpXWfHM5xDb9KQZ2TJo3+5YquyOeJKf5CuBs3NEt+YAKeKiHShhCCkfVXKNjXicj7lYYGARtrwvvK5cvlpZll5dYsngdAQK4mZ/wkD6LX2NSUtq9QLZLMnlmmf5IHIcQCS1Bbax7Czu0A2qSrQDg7VhOt+qYP4ATtxFySU8IwDJukM39+l2kPu8OH3hWX/3pRZ2X7OR6ilO4DPTKSQaSoEjYTFxcXp/3UT+XhOLd8VlZ/1eJG5s/vrHXgfCz8dfNVLW5Yf36X6Sfag72Z1p/xuf0c791DveLkiQ+lkKr6IJzF06anbcdReTjC17g871FvJ8XQ+mTncO4mhjlUNSambgIzJk54vIlpvkZdJNBtcQhyOEz2+AGlGQmQQLQJUAyj3b9sHQmQgEcCFEOPoGhGAiQQbQIUw2j3L1tHAiTgkQDF0CMompEACUSbAMUw2v3L1pEACXgkQDH0CIpmJEAC0SZAMYx2/7J1JEACHglQDD2CohkJkEC0CVAMo92/bB0JkIBHAhRDj6BoRgIkEG0CFMNo9y9bRwIk4JEAxdAjKJqRAAlEmwDFMNr9y9aRAAl4JBDKn/DyeG+akQAJGEQg6n+qLHAxNKhv6SoJkAAJaAIcJmsUPCEBEogzAYphnHufbScBEtAEKIYaBU9IgATiTIBiGOfeZ9tJgAQ0AYqhRsETEiCBOBOgGMa599l2EiABTYBiqFHwhARIIM4EKIZx7n22nQRIQBOgGGoUPCEBEogzAYphnHufbScBEtAEKIYaBU9IgATiTIBiGOfeZ9tJgAQ0AYqhRsETEiCBOBOgGMa599l2EiABTYBiqFHwhARIIM4EKIZx7n22nQRIQBOgGGoUPCEBEogzAYphnHufbScBEtAEKIYaBU9IgATiTIBiGOfeZ9tJgAQ0AYqhRsETEiCBOBOgGMa599l2EiABTYBiqFHwhARIIM4EKIZx7n22nQRIQBOgGGoUPCEBEogzAYphnHufbScBEtAEHtZnAZ0UT3ksoJpYDQmQwHgicOlvn40ndwL3JXAxhId+oUFIT58/F3gjw6hwbvksY3xF+03yl76G8cSm6gRbP5/POAQ5HCaH99yxZhIgAYMIUAwN6iy6SgIkEB4BimF4bFkzCZCAQQQohgZ1Fl0lARIIjwDFMDy2rJkESMAgAhRDgzqLrpIACYRHgGIYHlvWTAIkYBABiqFBnUVXSYAEwiNAMQyPLWsmARIwiADF0KDOoqskQALhEaAYhseWNZMACRhEgGJoUGfRVRIggfAIUAzDY8uaSYAEDCJAMTSos+gqCZBAeARC+RNe4bnLmkmABKJAIJFIiNkzy2ybUlJaKqqqq0XViuq0fNijXGZ6571DAmXyTeNWDDdv3iIOH/y9a/uOHjsuCgsLtN2eNzvFsQ/eF5f/elFe++KXviyefa5C1K6q0TbWk/c/OC76T55Iu1f53K+LhYsWi++tqLSaZj1/e/8B0dHeltUGmVt/vl088fgibYdyF86fE8f/cFRfq1r5oqisrBCPPjpJX1Mnw8PXxeHePtG5a6e6JFQbqyor0lhoA5uTixc/ES9UV9nkpF+qWV2fxu5B+OvnWbDj5Navdm1b9M1vifkLForvLFuaDibLOz/+oroH9exmaUroWU8uXSJ27Lz/LOOGLc3N8lVYWCiQjzQ4MCCFcEtr6yiRDMzJZMBp6len+K4RZW/eumX7WvvKuiTyr3x21Tb/zwN/SX772/+eXP5cZbLndwe1za//+y19PbOsqnNjy0/S6v3lr3Yl58yeI+ty8iebryiDOmBj9SWzrpdqfiDvA1uV13/qj0l1HefqurVO5FvzcA+0Gz6Dg7WMOnfzF/XBpvVn7bblUY/yK2x/3XxV/ZbZn6qt4IE64K+Vh+oTlFe2OKIexc/aNuTh2UBdOFrLqHM3X2Hn5u9YPrvw10/yW87pXrdv35Zc17z8sq3JrK/NTFrzut7eL+2Hrl61tQ/iYmTmDDdv3iy/ILZt25YWeeEb/T9X1Yrzpz8S3Qd69JcIogBEnmsbm8S6dWvTIipEhI0bmmUZ2IWR3nijQ0aDr7duTYtAZ8yYLlpaWuQtt2/frm+NSA6R51PPfle0t7cJ2KmESBPtRurs7FSXAz2a4i8iwvatrQIRHThZo2v0KyJd9DtGBCp1dHSIq1euiF/s2JHWF8jHs4Ey3W/tFeiDMJJpz24YDOzqLCoq0pcHBwfE5KIi+dIXAz4Zt8PkXNr57qFeKVwQNuuQWdUBsUCeNR0+9K6Y+q8zRj38ysaujMrL94gPLD5c+MDOmTNrVHVow+qGH4obN27ovJ6elJDX1NgP9+3K6MJ5npjk74EDPeLWP/4uKirspzgwlWBNEDiII6YmrF8wVhtVZvjz6442Vvtczk17dnNpm1/bhvp6UVJaIlbV1ekqBgcGBYbNzzy9TA6ZkTFv/jyBYTNEMogUCTG8fOmSZDF92jRHJtb5vzNnzsk5xUyBzCxsLZOZl8/7P51N/Z+XsvLRQqjqzZyjOnXihBRPa6SjbNUxs4y6nu/RJH/PnP5IzqHafcmAA740rPPHZ8+dl3gWLFjgiCmzjKOhjwzTnl0fTcxa5EhvnyjuHf1P5CB0dxIJKYCo4NrQkBS9vfve0tfa29rEC8+vFFhAgVDmmzyL4Xj+hzB3745IDl/5yugFBztAn3z6qd3lMbt29+5dea8JEyZ4uieiF0Q7BQX3F4o8FQzIyCR//3nzpvjCI494bvnlS6lnoaDAW194rtijoUnPbi4a4PWfTtktoOzZtVtA6Brq10ihA8qzH18YRRQrzsoWEWK+ybMYem1cLsDydT7o8pgfzFwRxkrt/xz936BvFUh9EEm7FeHfdHUHPpwLwmGT/LVbEcZ87aZNqfncIHgEWcdYPLteNSDfdtWurhOn+k+K/pP9OiK0qxPDY0SEGEIHkSKxgDJhQipi+vzz656YOA2nMSzGvypVLzz8YSQVEaqIy+0emMuCKI+MpCJgZY/rylcc3Yb9qlyuR5P8RVSI6NBrmlqcmloZGUlF66ocRM/KFvzDSKY9u2EwsKtz4r1hr92+wkz7wsKJmZd8vY+EGM4sS23ezDb8xSIA9nEhYT4JD/eHx4/5gpZvocWLFsr7Y39htgR/4TdSaVmZGLhwQSQS6YKYrXxQeSb5u/jxJ+SUAuaFnRJWktUuAfXFeO58au7QqUxY1017dsPikFmvWjDBZmpEiBhxYkhsTZhHhFh+Y95862Xf55EQQ6z8YkMtVojtxAKC8ur69eL/btyPHFf+x0uuW2eGh4d9g81WEBPy2AiOjdZOH9rGxia5eVwtmGB1FPOG2AbilLxGmk7lna6b5C9WfvFF19NjvyUKQrhh/Y90U/HFiFX9g7/tcdw6Y/dM6QryPDHt2c2zuZ6KQ/QgdGo1GYspeHV3daX9AmXP7t3ylycYVgeRIiGGALFp0ybJ47XXXhPYrqASzmu+/335du3ateqy3FKD7RSYI8QeOhWBwQBRQ23taimWEK0wElY08SH8cfMGHaXgPphXw70hlOvWv6pvjQ/txp++LreBQCit++Rwjmv4VQrqnDTJ20KSrtzDiSn+QrixRxT8wAQ8VUKkDSEEI+tOAezrROT9SkODHj1Yy1QuXy7fziwrV5cDPZr27AbZeLmaPOUxGfkh+sPrSF+faGxqElaR27tvn1iydIn8CZ+ygx9YXQ4qPYSd20FVhnrgqN+JVpTFPI1dUhPamT+/s9riGxwbq+1+qmbdTmEtgw9LX98Rue9PXcf+Qwy3nlq6JG3TrsrHcW75LEdfka8mtDN/fmetQ9kholU/H8S1bD/HU21EJINIUSVsDC4uLk7bcK7ycHTzVy1uZP78zloHztGusP1189XLs4D2YG+m9Sedbj/HwxfnyRMfSiFV7YZwFk+bnrYdR+Xh6OYrbLz4q/o17GcX/vr5fObzubbyGs/nxojheIPo5UMwnnw2yV/6Gt6TQzF0ZhuZYbJzE5lDAiRAAu4EKIbujGhBAiQQAwIUwxh0MptIAiTgToBi6M6IFiRAAjEgQDGMQSeziSRAAu4EKIbujGhBAiQQAwIUwxh0MptIAiTgToBi6M6IFiRAAjEgQDGMQSeziSRAAu4EKIbujGhBAiQQAwIUwxh0MptIAiTgToBi6M6IFiRAAjEgQDGMQSeziSRAAu4EQvmrNe63pQUJkIBpBPz86S+T2hi4GJrUePpKAiRAAooAh8mKBI8kQAKxJkAxjHX3s/EkQAKKAMVQkeCRBEgg1gQohrHufjaeBEhAEaAYKhI8kgAJxJoAxTDW3c/GkwAJKAIUQ0WCRxIggVgToBjGuvvZeBIgAUWAYqhI8EgCJBBrAhTDWHc/G08CJKAIUAwVCR5JgARiTYBiGOvuZ+NJgAQUAYqhIsEjCZBArAlQDGPd/Ww8CZCAIkAxVCR4JAESiDUBimGsu5+NJwESUAQohooEjyRAArEm8P/Z95otiWR1EQAAAABJRU5ErkJggg=="></p>
<p style="text-align: left;">Gel electrophoresis was used to separate and visualize the alleles B3 and B5. The gel, with two bands of DNA, is shown below.</p>
<p style="text-align: center;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYYAAAGYCAYAAABGXEUOAAAgAElEQVR4Ae3db5AeRYHH8Q7wiiqyVVdwlpgsUHJAYHNYKoRiU+HPIUc2ApFAmcAmUbDI4pJATmO48MdSIVcBtU5iLpuU6AExyenBIRYbj7uCA5MIAVTMkohQB2w4eYNYmxeUb2SvfrPb6+wzz87Ok31muvvp71Qtz+7MPN09nw7ze6Z7nueZNjw8PGxYEEAAAQQQGBU4CgkEEEAAAQTSAgRDWoPfEUAAAQQMwcA/AgQQQACBcQIEwzgO/kAAAQQQIBj4N4AAAgggME6AYBjHwR8IIIAAAgQD/wYQQAABBMYJEAzjOPgDAQQQQOAYCBAoInDqyacU2Y19EJiSwOtvvjGl5/Pk5ggQDM1xjKIU/qeNopudHSQvPpzRZypmKClDwgoEEEAgbgGCIe7+5+gRQACBjADBkCFhBQIIIBC3AMEQd/9z9AgggEBGgGDIkLACAQQQiFuAYIi7/zl6BBBAICNAMGRIWIEAAgjELUAwxN3/HD0CCCCQESAYMiSsQAABBOIWIBji7n+OHgEEEMgIEAwZElYggAACcQsQDHH3P0ePAAIIZAQIhgwJKxBAAIG4BQiGuPufo0cAAQQyAgRDhiT8Ffr4Yj7COPx+5AgQcCVAMLiSp14EEEDAUwGCwdOOoVkIIICAKwGCwZU89SKAAAKeChAMnnYMzUIAAQRcCRAMruSpFwEEEPBUgGDwtGNoFgIIIOBKgGBwJU+9CCCAgKcCBIOnHUOzEEAAAVcCBIMreepFAAEEPBUgGDztGJqFAAIIuBIgGFzJUy8CCCDgqQDB4GnH0CwEEEDAlQDB4EqeehFAAAFPBQgGTzuGZiGAAAKuBAgGV/LUiwACCHgqQDB42jE0CwEEEHAlQDC4kqdeBBBAwFMBgsHTjqFZCCCAgCsBgsGVPPUigAACngoQDJ52DM1CAAEEXAkQDK7kqRcBBBDwVIBg8LRjaBYCCCDgSoBgcCVPvQgggICnAgSDpx1DsxBAAAFXAgSDK3nqRQABBDwVIBg87RiahQACCLgSIBhcyVMvAggg4KkAweBpx9AsBBBAwJUAweBKnnoRQAABTwUIBk87hmYhgAACrgQIBlfy1IsAAgh4KkAweNoxNAsBBBBwJUAwuJKnXgQQQMBTAYLB046hWQgggIArAYLBlTz1IoAAAp4KEAyedgzNQgABBFwJEAyu5KkXAQQQ8FSAYPC0Y2gWAggg4EqAYHAlT70IIICApwIEg6cdQ7MQQAABVwIEgyt56kUAAQQ8FSAYPO0YmoUAAgi4EiAYXMlTLwIIIOCpAMHgacfQLAQQQMCVAMHgSp56EUAAAU8FCAZPO4ZmIYAAAq4ECAZX8tSLAAIIeCpAMHjaMTQLAQQQcCVAMLiSp14EEEDAUwGCwdOOoVkIIICAKwGCwZU89SKAAAKeChAMnnYMzUIAAQRcCRAMruSpFwEEEPBUgGDwtGNoFgIIIOBKgGBwJU+9CCCAgKcCBIOnHUOzEEAAAVcCBIMreepFAAEEPBUgGDztGJqFAAIIuBIgGFzJUy8CCCDgqQDB4GnH0CwEEEDAlQDB4EqeehFAAAFPBQgGTzuGZiGAAAKuBAgGV/LUiwACCHgqQDB42jE0CwEEEHAlQDC4kqdeBBBAwFMBgsHTjqFZCCCAgCsBgsGVPPUigAACngoQDJ52DM1CAAEEXAkQDK7kqRcBBBDwVIBg8LRjaBYCCCDgSoBgcCVPvQgggICnAgSDpx1DsxBAAAFXAgSDK3nqRQABBDwVIBg87RiahQACCLgSIBhcyVMvAggg4KkAweBpx9AsBBBAwJUAweBKnnoRQAABTwUIBk87hmYhgAACrgQIBlfy1IsAAgh4KkAweNoxNAsBBBBwJUAwuJKnXgQQQMBTAYLB046hWQgggIArAYLBlTz1IoAAAp4KEAyedgzNQgABBFwJEAyu5KkXAQQQ8FSAYPC0Y2gWAggg4ErgGFcVUy8CRQUGD71ttm3bbn73u1fN7qefKvo09mtAoPPCi8zpp59hrrzycnPWmbMaeCa7tqIAwdCKvdoixzQ0dNhsuPeb5kc/fNgsWHiVufCii83NN99sjj322BY5Qj8O4/333zdvvPmW+eVLL5ll115nzp83z6xZ82XTPnOGHw2kFZULEAyVk1NhEYFXDhw0t6xcZU756EfNAw9tMyeccHyRp7HPEQgoaHWVoJ9Fi64yjzzyqPnM5VeYh7b/kKuHI/Bshacwx9AKvdhix6ChI71yvWzBp83q1asJhQr7VyGxdGm3uaHnpqQPFNChLrue6DennnxK3Z/l3d1mYP/+yg5taGgoacd9GzYUrlNtXNnbW3j/Zu5IMDRTk7KaIrD61tXm0q4Fpmv+ZU0pj0IaF7jwgnlmybLlyVWbhvRCXtasXWtef/ONsZ+XXv51cjjLu5canbB9XBQIA/sHnDWNYHBGT8X1BH78yGPmvff+kLxqrbedddUJKJj/+kMfMv/60LbqKq2gpra2NnNjz01JKOzcvqOCGotXoauYhZdfYbq6FhR/Ugl7EgwloFLkkQts3fwv5prPLjnyAnhmUwU+s+hq89AD32tqmT4V1t7ePtacQ4ODydBNevhJwzlaryU9HHTHunVjQ1Q6kWvYKr0ocD5x9seSffRYNIB0FTO/q8vMX9CVLq7y3wmGysmpcCIBjWe/9+67RsMYLH4IaEJ6xkknmeeef8GPBjWhFTrRb+3bbBZfu2TcCXhZ91JzeGhobMjp6WefMRpGW9l787hat2zuM7rq0PCUhqXa2qYbBYUdltJ2/X1jT0+yz2M/fdzs6h8fHOMKTP1x/6ZNZsVNPak1bn4lGNy4U2sdgd+++pr5+Lnn1tnCKpcCZ57VYZ7fF24waMI3fRVw0bwLzJ7de8ZO5LLVK3oFhuYj7DKzvd10zu1MJqntSV/btN7up4CY37UgKWvv7j3JU3fu2JE8z57gtf+KnmIne9Xnw0Iw+NALtCEReOedd0x7+0loeCagO5U++OADz1pVvDm1k896pa+hGg3/2LuEdPWg9Vq0Tj8aRtKr/9qlY3bHuFUKB7tojkABc37nXLsqeVR96f3GbfTwD4LBw06JtUnDw8OxHjrHXbHAxk2bkhN1f2puQEGg+QJdTWjRyd2+6q+4ec6r4w1uzruABliB4447zrz+2mv2Tx49EjjqqNZ8Dak5BS26MlAgKDDSE7+aK4hxac3ejrEnW+CYzzj9NPPmG//bAkfSWodw8MArZsaM1vp4DA33aN7ADgsNDIy82e38mjH+Rt9L0DF7djIHUTvZXDun4fu/EILB9x6KqH3nzTnHvP3WW+bNt96K6Kj9PlR9jtK+vXvMJRdf6HdDG2ydvRLQ+xm0dHTMTh639v1lTmHkTWYjgWGvLIpUo4lmzTXY+QmFkJ3LKPJ8H/YhGHzoBdowJrDos4vNfzz66Njf/OJWYNeun5lrru1Obsl025Ijr10n5fRdSfpdi4aN7F1AmkvQj07mdl9NFtu7jxq5ctBE9t3r1xvdnaSydBeU3psQ0uTztGFm/I78X5ynz7T/8O1dFs1opspsZnkTtUn3jV98wYVm5T98yZx7zicn2o31FQjoym1Vzwrz1M9/XsknrVb1b6wCuuCr4Ioh+C5srQPQm4XW33uf2fjtbzGk5LBrFQp33nabuf1r36gkFBweKlXXESAY6qCwyq3A31/6d+a2O+9KTkz7XnjRbWMirF3vQFcoaFjv88u7IxTgkLldlX8DXgpcs2hhMq697itrzGlnzDKXXjafoaWSe0qB8OR//sz8ct++JJjVByxxCjDH0IL9HvIcQ213aM7h0cceN9sffsi88fprZk7nXMO0WK3S1P9+9cAB81fHH28+feVC87llbiabmWOYej82qwSCoVmSHpXTSsGQZtUX+Pz+9++kV/F7kwROPPHDzucSCIYmdWYTimEoqQmIFFGNgL6DmO8hrsaaWuIWYPI57v7n6BFAAIGMAMGQIWEFAgggELcAwRB3/3P0CCCAQEaAYMiQsAIBBBCIW4BgiLv/OXoEEEAgI0AwZEhYgQACCMQtQDDE3f8cPQIIIJARIBgyJKxAAAEE4hYgGOLuf44eAQQQyAgQDBkSViCAAAJxCxAMcfc/R48AAghkBAiGDAkrEEAAgbgFCIa4+5+jRwABBDICBEOGhBUIIIBA3AIEQ9z9z9EjgAACGQGCIUPCCgQQQCBuAYIh7v7n6BFAAIGMAMGQIWEFAgggELcAwRB3/3P0CCCAQEaAYMiQsAIBBBCIW4BgiLv/OXoEEEAgI0AwZEhYgQACCMQtQDDE3f8cPQIIIJARIBgyJKxAAAEE4hYgGOLuf44eAQQQyAgQDBkSViCAAAJxCxAMcfc/R48AAghkBAiGDAkrEEAAgbgFCIa4+5+jRwABBDICBEOGhBUIIIBA3AIEQ9z9z9EjgAACGQGCIUPCCgQQQCBuAYIh7v7n6BFAAIGMAMGQIWEFAgggELcAwRB3/3P0CCCAQEaAYMiQsAIBBBCIW4BgiLv/OXoEEEAgI0AwZEhYgQACCMQtQDDE3f8cPQIIIJARKBwMu57oN6eefErdn+Xd3Wbn9h3jCt+yuS/Zd2D//nHry/rjjnXrjOq0y8reXvOJsz9m//TiUUbWUGYsCCCAgI8ChYPBNn7FTT3m9TffGPczva3N1J6Y7X4ds2fbp5b2qPCpDaaNmzaZl17+dWl1HknB923YYOYv6ErsHty27UiK4DkIIIBA6QINB0O9FukkrBOeTnxVXSHUa4fP64aGhox+2tvbfW4mbUMAAQRMU4JBjit6ehLOnTtGhpRqh5IWXn6F0fCJfjScomEenSi1aN+L5l0wNsyiYSC7LdnBGKOhLPtcPV+/ax+tV9laFEx2+KjeUJLq0XY7nKN9Dg0O2iqSclRWej/tr78nW3TFoufastU+tU2LLc/+rn0I0MlE2Y4AAq4EmhYMGjJqa2sze3bvmfBYtE37aSjq7vXrk/110tQJffGSJcn6p599xhwaPGSWdy8dK0fP00lci56rfQZH99GVymM/fTzZtmbt2gmHjzTUpXq0jy1D9SzrXjouhHTC3rtnt3nq2WeS/eyVkD3JjzUq9YtCQeV3zO5InqPytajNaruG1eywVpVDbKkm8isCCCBQWKBpwWBrPDx6FWD/rn1UAGjRCVev1nWy1u86YWqZ2d5u7l5/T/KK2r5S39q3OdmmMLH7qBydxPOCKNnZmGQ/nbxVx+JrR+q39agNW/vGXxHY0NLz7ZXQwMDEk+hb+vqSwLPt0/M0h6A6dHwsCCCAQEgCTQ+GvIPXFYVOlnaxJ/XOzrl2VfJorz70yl3LwP6B5Hnp59pX3p1zO8c9t94ftp7z69SjMvtHh3z03No2amI9b1E4KVzmd3VldlPb7PbMRlYggAACngo0PRjSJ+/JjtnOI2gYxo7N20dtGxo6nAzz6HedsI90OXx4ZC6jrW16pgiVO9lVTuZJqRUajpposW22xznRfqxHAAEEfBI4plmN0atynQAXF3gFb+u0J057V5NdX/uo/aZycp0+fSRUFDS1i8ptJMxqnz+zfWbtqrG/bZunUv5YYfyCAAIIVCTQtCuGnTu2J02uN6Qy0bHYYaDa8XudUHU3kB2f16Suhmv0YxfNGejqws5D2PX1Hm09dmjK7mOHeVT+kS4a9tKJf1f/yB1I6XIUltpmAzC9jd8RQAABXwWmHAw6ievuG921ozt+dKIsuuikqclgndztCV7lrertNRrbv3H0Ftgbe25KitSQkxbto9ti7fPtiVdDRunwsO1Qm2w9ChQt2u+OdbcnZajdU1k0Qa2Qse1TWbpdVXWkJ6SnUgfPRQABBKoSaDgYdAK38wB61Ct7jdFrOMjeWdRI43Xi1IlZJ3pbnp7/0LaHx15p6xW/ytdi99F8gd3HBoTapvdDKDhqF1uPrkJUhvbTMJAto3b/Rv5W6Kh8TZKrbP1oUZvt1Uoj5bEvAggg4FJg2vDw8LDLBlB38wVsMNn3UzSjBpXZzPKa0SbKaC0B/o35058NXzH403RaggACCCBQhgDBUIYqZSKAAAIBCxAMAXceTUcAAQTKECAYylClTAQQQCBgAYIh4M6j6QgggEAZAgRDGaqUiQACCAQsQDAE3Hk0HQEEEChDgGAoQ5UyEUAAgYAFSg0GvSvafsFOFUb6WA59FIVd9DEVetOM/bgNu97lo96VrTaqXfqxHwnusk3UjQACCKQFmvbpqulC7e/2W8vs32U/9vc/kXwsha1Hn5Hk27t19VlNCgN961wjnytlj4lHBBBAoGyBUq8Yym58iOXb74bQ5zuxIIAAAj4KFAoGDQnpk0M1LGSHQOynh6Y/VG/h5VcknzJqD7R2KEnDKLVl2C/p0bCPtqt8rdOH3Ol3lalFn1Safq622TZou/bTUJItQ+2qN5SkdemhHNWTHmpSGSpb69L7peuyx1f7qLrt8agM/diPDte+8rB11drUlsXfCCCAgCuBQsGgxmkIpKNjZGjm6WefSYZsdFLVdxxouMYOG63svXnCY1nevdToG8/0fD1HX7VpPwY7/SSt+8ratck+9juXl3UvTT7FVc/Tj8rQF+/Y+jQ0o++O1kdwa3u9T3pVuKgNWtRe7afvjtbJ256wbTv0PdDzuxYk+6jswcFDY3XZfWofVbYdJlLZ+nRVHYtCRYvqtO3S7/YTY2vL4W8EEEDApUDhYNDQhz2p6Xd9uY1OwvrSey36XV/So5OvfmoXnSD1al0nejuMovLqjbNru07yWvSo56rM9PcmaB99pLW90qitr97f927YkKy+f9OmsY/0VhtUh4JAr/jtonX6OG0tauNkdSlY1BYFmj0mlaHvlFBY6EqEBQEEEAhBoHAw1H7Lmb5IZ6IlfYK1++hb2pLwGD3h2/X1vvGtti6doPUKXIte3etHr8JrX+XbMid63Lt7z1igpffp7JybhEL65D1z5vg5ALU9b5no+LpGj3fPnt15T2cbAggg4I1A4WCYaovrhUUjZSoINI9gb+/UMJS9gilSjurXT71Asyf9qbRRQ2T1FlvfVMquVy7rEEAAgbIESr1dNd1onXztydmeiNPb837XlYECQWPyGp6xiyZ6iy6qUz/6trnaxZ6026dwp5C+Da7eEJqtbypl17aXvxFAAIEyBSq7YtDEtRYN56QXTV5PtmiYRsv5czvH7aqv0mxk0fP1HBsE9rl2mKd2CMtuL/Ko41O56eEoPa9/dG6hdmiqSJnsgwACCLgQqCwYNE+gSdktfX1jr6ztlcBkB25DRRPEdtGtq5rs1WJfldsrEZ2g671618SwllW9vWPhoDboZK6JbTspnuzU4H/sRLomuG27VK7arIlrO5HdYLHsjgACCFQuUFkw6Mge3Paw0ZCLfY+CrhbsCTPvpKyTrn50ErfvD1AI2LuU7JWDbj3VmL7eI7Bzx44MpupQG7RoH5Wl/VROI/MVmYJHV6hshYDmQlS2wkvHZ+/cmuh5rEcAAQR8Epg2PDw87LJBmifQK2v7PgiXbWmVuhVKWuydXM04LpXZzPKa0SbKaC0B/o3505+VXTHYV/t6T4JdFAj60b3+LAgggAACfghUdleSHarRexDs3UQa2lEo2G1+kNAKBBBAIG4B50NJcfOXc/QMJZXjSqnlCjCUVK5vI6VXNpTUSKPYFwEEEEDAnQDB4M6emhFAAAEvBQgGL7uFRiGAAALuBAgGd/bUjAACCHgp4FUw6B3LmoCq91P7hTrStPvrzWr13ulst+uNZvUW+0Y73SnFggACCCAwIuBVMNhO0Udn6M1U6R/7hTr2S2/svnpUANgv7Emvz/td759QmKgu+3lGefuzDQEEEIhFwMtgqIev9zrooyv0Kat6s1ztos8nqre+dj/7d3//E8lnI+mLgxQQCgoWBBBAAAFjggkGdZbCQW+Kq/0cJH0Ut1756wPr6g0p1Xa0rjD0Ka/6XCM9V5+7pKBgQQABBBAILBjUYe2j33tQGwB3r7+n8JCSPpZD4aDvdNaicLBDS/yjQAABBGIXCOqKQZ010Tei6YpBQ01FhpR29fcnVx66YtBiA4K5htj/d+D4EUBAAsEFQ163aahJAaG7jOx3ItTurzkKbdNktl0UEPWGqOx2HhFAAIGYBIILBvulPDqR11s2bvpuMmdwx7rb6202u0bnEhQe6dtiNTTFJHRdMlYigEBkAsEFg76UR1cF9tvaavvLfmKrrgrS3/hm99NcguYU0rfC6venn30m2YVJaCvFIwIIxCoQVDDodtSRSeOu3P6yQ0q1t6/aSeeu0UnndCEKFAWG7lZSHSwIIIBArALBBINO8hr+0clbJ/7JFjuklN5Pw0g2ANLr7e8KDIVC+suE7DYeEUAAgVgEvAwGDQOlx//1u+4k0l1HGzdtKtQ3dkjJ7qwyNfGcnnS22+yjQkfPU10sCCCAQKwCfFFPC/a8glSL5k6atajMZpbXrHZRTusI8G/Mn7708orBHx5aggACCMQnQDDE1+ccMQIIIJArQDDk8rARAQQQiE+AYIivzzliBBBAIFeAYMjlYSMCCCAQnwDBEF+fc8QIIIBArgDBkMvDRgQQQCA+AYIhvj7niBFAAIFcAYIhl4eNCCCAQHwCBEN8fc4RI4AAArkCBEMuDxsRQACB+AQIhvj6nCNGAAEEcgUIhlweNiKAAALxCRAM8fU5R4wAAgjkChAMuTxsRAABBOITIBji63OOGAEEEMgVIBhyediIAAIIxCdAMMTX5xwxAgggkCtAMOTysBEBBBCIT4BgiK/POWIEEEAgV4BgyOVhIwIIIBCfAMEQX59zxAgggECuAMGQy8NGBBBAID4BgiG+PueIEUAAgVwBgiGXh40IIIBAfAIEQ3x9zhEjgAACuQIEQy4PGxFAAIH4BAiG+PqcI0YAAQRyBQiGXB42IoAAAvEJEAzx9TlHjAACCOQKEAy5PGxEAAEE4hMgGOLrc44YAQQQyBUgGHJ52IgAAgjEJ0AwxNfnHDECCCCQK0Aw5PKwEQEEEIhPgGCIr885YgQQQCBXgGDI5WEjAgggEJ8AwRBfn3PECCCAQK4AwZDLw0YEEEAgPgGCIb4+54gRQACBXAGCIZeHjQgggEB8AgRDfH3OESOAAAK5AsfkbmUjAp4IDA0dNgd/+6p58aVfmj//+c/mgw8+8KRlYTfjqKOOMkcffbQ57bS/MXPO+aRpa5se9gHR+qYIEAxNYaSQsgQGD71tNm/eYn68fZs582/PNmd1zDbHHntsWdVFWe77779v9u7+ufniF24w86+40lx33XXmvDnnRGnBQY8IEAz8S/BWYOOmPvOd+zaY5V+40Tzw0DZzwgnHe9vWVmiYAmLXrp+Z3hUrzKLPLjbr/vErrXBYHMMRCDDHcARoPKV8gXW332Ue/fcfmfv7tphFi64iFMonT67EZP3t+zea536x16gPWOIUIBji7Hevj1pXCr/Yu9vc981vmZNPOsnrtrZi43RldtdXv2oG9v/G3PNP9wZ7iLue6DennnxK3Z/l3d1mYP/+yo5taGgoacd9Gzbk1rllc5/5xNkfG2uz2qnjqHohGKoWp75cAc0paPhozdrbmEvIlSp3o+ZxvvTlNebRf9tpnnv+hXIrK7n0NWvXmtfffGPs56WXf53UuLx7qdEJ25fljnXrzNa+PpNur9q2srfX7Nm9p9JmEgyVclPZZAKaaNacAlcKk0mVv11XDguvvsb09fWVX1mFNbS1tZkbe25KQmHn9h0V1jxxVQootWX+gi6z+NolYzs+uG2bUXt37tg+tq6KXwiGKpSpo5CAbknV3Ufz5s0rtD87lS8wf/5lZv+vfmV0JdeKS3t7+9hhHRocTF6dp4efNJSj9VrSw0F6dW/3W3j5FZnhHp3k7ZCQHicLIJ38dVVz9/r1Y+1J/3Jo8FD6z9J/JxhKJ6aCogJ6n4JuSeXuo6Ji5e+nIaWPn3uueerpZ8qvrKIadKLf2rc5eWWuV+h2Wda91BweGhobcnr62WeMXqys7L3Z7pI8ah7Ansg1LKX3figo7LCUtuvvG3t6krIe++njZlf/kc0TqK0qt2N2x7g2lP0HwVC2MOUXFtCb1/Q+BRa/BNrbTzJ//OMf/WpUA63RhK99da/Hi+ZdkIzZ2xO5itIrep2ENb5vl5nt7aZzbmcySZ3eV+vtfgqI+V0LkpP33tF5gJ07diTPW3FTT1KU9l/RM/K7Lbvo45bRYbzFS/4yvFT0uVPZj2CYih7PbarA8PAwE85NFaUwCaQnc+0ktK4UdLePvUtI4/rapkXr9KNhJL36r11qX70rHOyiO50UMOd3zrWrkkfVl95v3MYJ/lDdCiy1v2N2tS+YCIYJOoXV1QtMmzat+kqpMUqBjZs2JSfq/tStoAoCzRfYO4B0crev+qtGsqGl+l20gWCousepb0IBfV7PwQOvTLidDW4E3n33XXPMMa35IQmaU9CiV+cKBAWG5gT0Kl0n5PQQUlX6aotuUVX9dsiqqrptPQSDleDRucAZp59m9u3dY/TRDCz+CPzm5V+Ziy+6wJ8GNaEltZO6AwMjb3Y7f27nuNIH9g+M+3uyPzTkozmF2slmhc5kIaPtumrRMJYCwVUo6BgJhsl6mu2VCbTPnGHmXnSx2ffCi5XVSUX5AuqLo4862px15qz8HQPbqruGtOj9DFo6Rm960BvM7KJX7fbd0fbKwm7Le9REs55n5ycUQnYuI+95esOdAsRereTtW/Y2gqFsYcpvSKCnp8c80LeZq4aG1Mrb+cEfPGBWfLG3vAoqKFkn5fRdSfpdi4aNdNeRFjuWr5O53VeTxfZVeyNXDprI1vsRdHeSvQtqflf+5LPmFGwI1Wuv3gtR5TJtWLeCsLSUgP2Hb++yaMbBqcxmlpfXppWrbjV/+tOfzOrVq/N2Y1vJAlu2bDVvHxo0jzzy45JrGim+yn9jlRxQwJVwxRBw57Vq0xZS2PcAAAdNSURBVO/+xtfNe3/4g9GJifkGN70s+z3P/o/5/vcfcNMAanUqQDA45afyegJ6J6lOSIcPD5mvf+1r5pUDB+vtxroSBGR929q1yZXCoz/5Cd/oVoJxCEW25j1oIcjTxlwBhcMPvv8984MHt5kN93zDnDhjpjnn3DnmjFmtNQmai1Dhxt8ePGhe2Pe8+b/BQbPshi+YW1Z+scLaqco3AeYYfOuRJrQn9DmGegRP/vdT5oUXXjSv/e5Vvu+5HtAU1ul7nz/84RPNJ885x1xy8YXOrhKYY5hCJzb5qVwxNBmU4soRuPSSi41+WBBAoHwB5hjKN6YGBBBAICgBgiGo7qKxCCCAQPkCBEP5xtSAAAIIBCVAMATVXTQWAQQQKF+AYCjfmBoQQACBoAQIhqC6i8YigAAC5QsQDOUbUwMCCCAQlADBEFR30VgEEECgfAGCoXxjakAAAQSCEiAYguouGosAAgiUL0AwlG9MDQgggEBQAgRDUN1FYxFAAIHyBQiG8o2pAQEEEAhKgGAIqrtoLAIIIFC+AMFQvjE1IIAAAkEJEAxBdReNRQABBMoXIBjKN6YGBBBAICgBgiGo7qKxCCCAQPkCBEP5xtSAAAIIBCVAMATVXTQWAQQQKF+AYCjfmBoQQACBoAQIhqC6i8YigAAC5QsQDOUbUwMCCCAQlADBEFR30VgEEECgfAGCoXxjakAAAQSCEiAYguouGosAAgiUL0AwlG9MDQgggEBQAgRDUN1FYxFAAIHyBQiG8o2pAQEEEAhKgGAIqrtoLAIIIFC+AMFQvjE1IIAAAkEJEAxBdReNRQABBMoXIBjKN6YGBBBAICgBgiGo7qKxCCCAQPkCBEP5xtSAAAIIBCVAMATVXTQWAQQQKF+AYCjfmBoQQACBoAQIhqC6i8YigAAC5QsQDOUbUwMCCCAQlADBEFR30VgEEECgfAGCoXxjakAAAQSCEiAYguouGosAAgiUL0AwlG9MDQgggEBQAgRDUN1FYxFAAIHyBQiG8o2pAQEEEAhKgGAIqrtoLAIIIFC+AMFQvjE1IIAAAkEJEAxBdReNRQABBMoXIBjKN6YGBBBAICgBgiGo7qKxCCCAQPkCBEP5xtSAAAIIBCVAMATVXTQWAQQQKF+AYCjfmBoQQACBoAQIhqC6i8YigAAC5QsQDOUbUwMCCCAQlADBEFR30VgEEECgfAGCoXxjakAAAQSCEiAYguouGosAAgiUL0AwlG9MDQgggEBQAgRDUN1FYxFAAIHyBQiG8o2pAQEEEAhKgGAIqrtoLAIIIFC+AMFQvjE1IIAAAkEJEAxBdReNRQABBMoXIBjKN6YGBBBAICgBgiGo7qKxCCCAQPkCx5RfBTWUIXDwwAFz+PDh3KKff+65utunT59uZp15Zt1trEQAAQQIhkD/DfzXk0+a+//5O7mtv27xkrrbb7/rToKhrgwrEUBAAgwlBfrv4HPXX2+OO+64hls/a9Ys8/nrr2/4eTwBAQTiESAYAu1rDQfd8dW7Gm79kTyn4Up4AgIIBC1AMATcfYuuvtqcO2dO4SO45FOfMnPOO6/w/uyIAAJxChAMgff7LatvLXwEXC0UpmJHBKIWIBgC735dAVy1aNGkR7Hq1lvMjBkzJt2PHRBAAAGCoQX+DaxafWvuRPRHPvIRo8lqFgQQQKCIAMFQRMnzfXQl8PkbJj7xKzg0Wc2CAAIIFBEgGIooBbDPqltvNboyqF00Oa1JahYEEECgqADBUFQqgP3qTS43MjkdwCHSRAQQqECAYKgAuaoqPnXppeNuX9WkNLenVqVPPQi0jgDB0Dp9mRzJnaNvetO7ojW3wIIAAgg0KsBnJTUq5vn++nA8XSnMmDmD21M97yuah4CvAgSDrz0zhXZproG7kKYAyFMRiFyAoaQW/AdAKLRgp3JICFQoQDBUiE1VCCCAQAgCBEMIvUQbEUAAgQoFCIYKsakKAQQQCEGAYAihl2gjAgggUKEAwVAhNlUhgAACIQgQDCH0Em1EAAEEKhQgGCrEpioEEEAgBAGCIYReoo0IIIBAhQIEQ4XYVIUAAgiEIEAwhNBLtBEBBBCoUIBgqBCbqhBAAIEQBAiGEHqJNiKAAAIVChAMFWJTFQIIIBCCAMEQQi/RRgQQQKBCAYKhQmyqQgABBEIQIBhC6CXaiAACCFQowDe4VYgdelWnnnxK6IdA+xFAoIDAtOHh4eEC+7ELAggggEAkAgwlRdLRHCYCCCBQVIBgKCrFfggggEAkAgRDJB3NYSKAAAJFBQiGolLshwACCEQiQDBE0tEcJgIIIFBUgGAoKsV+CCCAQCQCBEMkHc1hIoAAAkUFCIaiUuyHAAIIRCJAMETS0RwmAgggUFSAYCgqxX4IIIBAJAIEQyQdzWEigAACRQUIhqJS7IcAAghEIkAwRNLRHCYCCCBQVIBgKCrFfggggEAkAgRDJB3NYSKAAAJFBQiGolLshwACCEQiQDBE0tEcJgIIIFBU4P8BJca0kf94StUAAAAASUVORK5CYII="></p>
<p style="text-align: left;">What DNA is in bands 1 and 2?</p>
<p style="text-align: left;"><img 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"></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>What stage of meiosis is shown in the micrograph?</p>
<p><img 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" alt></p>
<p>A. Prophase I<br>B. Metaphase II<br>C. Anaphase II<br>D. Telophase I</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>More candidates than expected thought that the stage of meiosis shown was Telophase I. It could be identified as the second division of meiosis because two dividing cells within one circular wall were visible. Several of the chromosomes were not yet at the poles so this was late Anaphase II. <br><br></p>
</div>
<br><hr><br><div class="question">
<p>What conclusion can be made from the following evidence from an analysis of DNA fragments?</p>
<p><img 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" alt></p>
<p> </p>
<p>A. Both children are related to both parents.<br> B. Child I is related to the man but child II is not.<br> C. Both children are unrelated to either of the parents.<br> D. Child II is related to the man but child I is not.</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>The quality of the diagram here was not as high as it could have been but it was still a discriminating and effective question.</p>
</div>
<br><hr><br><div class="question">
<p>What information can be concluded from the karyotype?</p>
<p><img 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" alt></p>
<p>A. The person is a normal male.<br>B. The person is a normal female.<br>C. The person is a male with Down syndrome.<br>D. The person is a female with Down syndrome.</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>Questions 7, 8, 10, 11 and 12 also had relatively low discrimination indices because a high proportion of candidates answered them correctly, indicating either good knowledge or that these questions proved to be rather too easy.</p>
</div>
<br><hr><br><div class="specification">
<p><em>Questions 38 and 39 refer to the following karyotype.</em></p>
<p><em><img 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" alt></em></p>
</div>
<div class="question">
<p>What can be concluded from the karyotype provided?</p>
<p>A. There was non-disjunction during meiosis in the mother.<br>B. There was non-disjunction during meiosis in the father.<br>C. The fetus is male.<br>D. The fetus is female.</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>One teacher comment suggested that the term trisomy in the source could have confused the candidates but this did not seem the case, as the questions were answered correctly by most candidates.</p>
</div>
<br><hr><br><div class="question">
<p>The image shows a karyogram.</p>
<p><img src="data:image/png;base64,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" width="541" height="433"></p>
<p>[Source: <a href="https://commons.wikimedia.org/wiki/File:Karyotype_of_sheep_(Ovis_aries).png,">https://commons.wikimedia.org/wiki/File:Karyotype_of_sheep_(Ovis_aries).png,</a> by M. Singh, X. Ma, E. Amoah and G. Kannan]</p>
<p>What information can be determined from this karyogram?</p>
<p>A. The sex is female.</p>
<p>B. The haploid number is 54.</p>
<p>C. Disjunction occurred during meiosis.</p>
<p>D. The species is not human.</p>
<p> </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>