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</div><h2>SL Paper 1</h2><div class="question">
<p>What is the name given to a heritable factor which controls a specific characteristic?</p>
<p>A. Allele<br> B. Chromosome<br> C. Gene<br> D. Mutation </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 was an aim of genetic modification of organisms?<br>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 in vitro 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>Which disease is an example of sex-linked (X-linked) inheritance?</p>
<p>A. AIDS<br> B. Down syndrome<br> C. Sickle-cell anemia<br> D. Hemophilia</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><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question">
<p>Which of his grandparents must be a carrier if none of them had the disease?</p>
<p>A. Maternal grandmother (his mother’s mother)<br> B. Maternal grandfather (his mother’s father)<br> C. Paternal grandmother (his father’s mother)<br> D. Paternal grandfather (his father’s father)</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>Three quarters of candidates gave the correct response of A. G2 feedback suggested that information about the man's parents should have been given, but this in fact formed the basis of the question.</p>
</div>
<br><hr><br><div class="question">
<p>If a man with blood group O and a woman with blood group AB have children, which blood group(s) could the children have?<br>A. Group O only<br>B. Groups A and B only<br>C. Group AB only<br>D. Groups O, A, B and AB</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 possible source of the chromosomes used for pre-natal karyotype diagnosis?<br>A. The mother’s lymphocytes<br>B. The mother’s cheek cells<br>C. The cells from chorionic villi<br>D. The fetal hair root cells</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>Sickle-cell anemia is caused by a mutation. How many changes to the amino acid sequence are caused by this mutation?</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>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>There were some criticisms of this question on the basis that there are two types of chain in hemoglobin and that this could confuse candidates but they found this to be an easy question.</p>
</div>
<br><hr><br><div class="question">
<p>A man of blood group A and a woman of blood group B have a child. If both are heterozygous for the gene, what are the chances of them having a child with blood group B?</p>
<p>A. 0%<br> B. 25% <br> C. 50%<br> D. 75%</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 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>Comments on the G2 forms suggested that the question was poorly worded, and this may be a legitimate point. Many candidates picked option B (same genetic material) rather than A (same genetic code), but it was felt that the word code is precise and often used too loosely by students. It does have a different meaning to “material”.</p>
</div>
<br><hr><br><div class="question">
<p>The blood groups of a mother and four children are indicated on the pedigree chart below.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What are the possible blood groups of the father?<br>A. Group A only<br>B. Group A or B only<br>C. Group AB only<br>D. Group A, B or AB only</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 is produced by somatic-cell nuclear transfer?</p>
<p>A. Adult sheep<br>B. Cloned embryos<br>C. Rooted stem-cuttings<br>D. Genetically modified food</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>A human cell has between 20 000 and 25 000 genes whereas an <em>E. coli</em> cell has approximately 4000 genes. Which of the following statements is true?</p>
<p>A. The human genome is larger than the <em>E. coli</em> genome.<br> B. There are more genes on each human chromosome than on the <em>E. coli</em> chromosome.<br> C. The human cell and the <em>E. coli</em> cell produce approximately the same variety of proteins.<br> D. The DNA in both organisms is associated with histones (proteins).</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 was well answered by candidates though some teachers felt that they would find it difficult.</p>
</div>
<br><hr><br><div class="question">
<p>Which statement is a definition of a gene?</p>
<p>A. The whole of the genetic information of an organism<br> B. The factor that affects the phenotype in the homozygous state<br> C. A heritable factor that controls a specific characteristic<br> D. The factor that affects the phenotype in the heterozygous state</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>Which phase of cell division is photographed in order to make a karyotype?</p>
<p>A. Anaphase of mitosis<br> B. Anaphase I of meiosis<br> C. Metaphase of mitosis<br> D. Metaphase II of meiosis</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>Many candidates confused metaphase of mitosis with metaphase II of meiosis.</p>
</div>
<br><hr><br><div class="question">
<p>If the haploid number of a species is 14, how many chromatids will there be in metaphase I in a dividing diploid cell?</p>
<p>A. 7<br>B. 14<br>C. 28<br>D. 56</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 turned out to be a good discriminator. Many candidates did not consider the chromatids, but merely counted chromosomes.</p>
</div>
<br><hr><br><div class="question">
<p>A body cell of a goat has 60 chromosomes. What would be produced following meiosis in the testis of a male goat?</p>
<p>A. 2 cells each with 60 chromosomes<br>B. 4 cells each with 60 chromosomes<br>C. 2 cells each with 30 chromosomes<br>D. 4 cells each with 30 chromosomes</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </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">
<p>N/A<br><br></p>
</div>
<br><hr><br><div class="question">
<p>What distinguishes an allele from a gene?</p>
<p>A. An allele is made of RNA.</p>
<p>B. An allele is shorter.</p>
<p>C. An allele is a variety of a gene.</p>
<p>D. An allele cannot be transferred during genetic modification.</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 is the composition of eukaryotic chromosomes?<br>A. DNA only<br>B. DNA and ribose<br>C. DNA and RNA<br>D. DNA and proteins</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The genetics questions were well answered by the vast majority of candidates.</p>
</div>
<br><hr><br><div class="question">
<p>In some people, hemoglobin always contains the amino acid valine in place of a glutamic acid at one position in the protein. What is the cause of this?</p>
<p>A. An error in transcription of the hemoglobin gene<br> B. An error in translation of the mRNA<br> C. Lack of glutamic acid in the diet<br> D. A base substitution in the hemoglobin gene</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 is a characteristic of the pairs of sister chromatids that are visible during meiosis?</p>
<p>A. They result from the replication of DNA before meiosis.</p>
<p>B. They are only present in meiosis I.</p>
<p>C. They split apart during metaphase I in meiosis.</p>
<p>D. They are only present in meiosis 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">
[N/A]
</div>
<br><hr><br><div class="specification">
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question">
<p>His wife does not carry the hemophilia allele. What would be expected in their children?</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>A parent organism of unknown genotype is mated in a test cross. Half of the offspring have the same phenotype as the parent. What can be concluded from this result?</p>
<p>A. The parent of unknown genotype is heterozygous.<br> B. The parent of unknown genotype is homozygous dominant.<br> C. The parent of unknown genotype is homozygous recessive.<br> D. The parent of known genotype is heterozygous.</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 individuals are colour blind in this Punnett grid?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>A. X<sup>B</sup> Y<br>B. X<sup>B</sup> X<sup>B</sup><br>C. X<sup>b</sup> Y<br>D. X<sup>B</sup> X<sup>b</sup></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 was one of the easiest questions in the paper.</p>
</div>
<br><hr><br><div class="question">
<p>A woman who is a carrier for hemophilia and a man who does not have hemophilia have a child. What is the probability that the child will have hemophilia?</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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>Rhesus factor is an antigen present on the surface of red blood cells of Rhesus positive individuals. Rhesus positive (Rh<sup>+</sup> ) is dominant to Rhesus negative (Rh<sup>–</sup> ). A mother with Rhesus negative blood gives birth to a baby with Rhesus positive blood and there are concerns that subsequent pregnancies will trigger an immune response.</p>
<p>What is a possible explanation for why subsequent pregnancies could trigger an immune response?</p>
<p>A. Exposure to the Rh<sup>+</sup> antigen in the first pregnancy triggered the development of antibodies that could attack the blood of a future Rh<sup>+</sup> baby. <br>B. Exposure to the Rh<sup>+</sup> antigen in the first pregnancy triggered the development of specific phagocytes that could attack the blood of a future Rh<sup>+</sup> baby. <br>C. The mother has developed passive immunity to the Rh<sup>+</sup> factor. <br>D. The mother’s immune system has been weakened by pregnancy.</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>Boys can inherit the recessive allele (<em>c</em>) that causes red-green colour blindness from their mother, not from their father. The allele for normal red and green vision is <em>C</em>. Which of the following genotypes are possible in men?<br>A. <em>c</em> only<br>B. C or <em>c</em> only<br>C. <em>CC</em> or <em>cc</em> only<br>D. <em>CC, Cc</em> or <em>cc</em> only</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The notation in this question was not the usual sex linked notation. It would have been difficult to write it in this way as this would have made the question too easy. Nevertheless, the question turned out to be a good discriminator while still not proving too difficult.</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>The following shows a pedigree chart.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What type of inheritance is shown in this pedigree chart?<br>A. X-linked recessive<br>B. Y-linked dominant<br>C. X-linked dominant<br>D. Y-linked recessive</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 was a good discriminator with the majority of those getting this wrong incorrectly choosing D. Almost all were able to determine that the type of inheritance was recessive but the weaker candidates were not able to see whether it was X- or Y-linked.</p>
</div>
<br><hr><br><div class="question">
<p>What would be the expected result if a woman carrier for colour blindness and a colour blind man had many children?</p>
<p>A. All offspring will be colour blind.<br> B. All male offspring will be colour blind and all females normal.<br> C. All males will be normal and all females will be colour blind.<br> D. All females will be carriers of colour blindness or colour blind</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 a very good discrimination index and did not prove to be too hard for candidates, who seem to perform well at this type of simple sex-linked cross.</p>
</div>
<br><hr><br><div class="question">
<p>It is possible for two parents to have children with each of the four ABO blood groups. What blood groups would the parents have?</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>This was the most successful question, as good candidates were able to find the parents that could give all blood groups. Weaker candidates went for answer B.</p>
</div>
<br><hr><br><div class="question">
<p>The diagram below represents the results obtained in a DNA profile from a crime scene.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Suspect 2 is most likely to be the criminal because the band pattern coincides with that of the crime scene sample. What do these bands represent?</p>
<p>A. DNA fragments<br> B. Genes<br> C. Chromosomes<br> D. Chromatids</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 enzymes are needed to produce recombinant plasmids to be used in gene transfer?</p>
<p>A. DNA polymerase and DNA ligase <br> B. DNA polymerase and restriction enzyme (endonuclease)<br> C. Transcriptase and RNA polymerase <br> D. Restriction enzyme (endonuclease) and DNA ligase</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 this question discriminated well, many candidates chose responses A and B instead of the correct D. It would imply that perhaps many are confusing DNA replication with DNA recombination.</p>
</div>
<br><hr><br><div class="question">
<p>If an organism that is homozygous recessive for a trait is crossed with a heterozygote, what is the chance of getting a homozygous recessive phenotype in the first generation?</p>
<p>A. 0%<br>B. 25%<br>C. 50%<br>D. 100%</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>Which of the following involves meiosis?</p>
<p>A. Tissue repair<br>B. Production of gametes<br>C. Asexual reproduction<br>D. Growth</p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>N/A<br><br></p>
</div>
<br><hr><br><div class="question">
<p>Which of the following statements relate(s) to Down syndrome (trisomy 21)?</p>
<p>I. It can be detected in chorionic villus samples. <br>II. It results from non-disjunction in meiosis. <br>III. It is caused by gene mutation.</p>
<p>A. I and II only<br> B. I and III only<br> C. II only<br> D. III only</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>The diagram shows results of electrophoresis of DNA from a crime scene.<br><br></p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApIAAAGeCAIAAACowHbXAAAetklEQVR4nO3d/ZcddZ0n8Pkv0gR0nbMz69MccUY6DhER5xwfZhHOWbczOwed+WVBj0smTLcCKk8CIzEPHSCk8xwhQaQl4WHOJjC6RLnIgwRJWmE27umAopCQ0JB0h/Ttx1v7Q0lZc5NgUvcmdT+3X+/z+qG5uX276lvfqvetqtv0nyQiIiISJH9S9gKIiIjIiUZti4iIhInaFhERCRO1LSIiEiZqW0REJEzatrbndXV1zJqVqlQqy3p7K5XKMZ/Z0909p7PzNC+eSKulUqlku0ySJD3d3WUvkUgyODiYTcv0YJ4+XjddO2bNWtbbe+Ive7LPb6m0YW2nm3leV1f2SFrhx6ttEUn3mv7+/vQ/O2bN8l5WWidzOjvTes6nUqnMzFnahrU9p7Mz39lp5nV1ZYckEanLst7euiPg0TvR6Ul/f79dVeqSnlvXnXpVKpUTPxlrp3nVbrXd39+fP2nIUqlU2mabiTQ9x9txTn9aZDGk1TKns7Puxs3JXhVvm3nVbrXd093dMWvW4ODg8Z6QnlWkT0snwbyuruzEYl5XV093d3oIS9/cZXdQ8jMme8LR123SpJd0+vv789+VfUt+tmUPZlOqbhnyUy192dB3ZaRlk82u/IPLenuzB7N9IT3FyW46pp8dyR5JL13WvVT+TmS2e+YfrFQqdXcxT9+aS4SkU7HukfSLuls8f3Re5Z+fTdr0Xmp6zSktiJa9tdputZ0O/fFqOzsG5TsyuxGefYotq/Psn9ISTV82X8bH/Djbst7e9PV7uruzNwTZD82/VDYLs0tAdcuQf/05nZ3pd9XNUZFmJTta5Wd1OmPTr7NjXJIk87q60gk5p7NzWW9v/uCYTe90/qcTO32F7OCbzvn0mfl5bm7LMZNOsKyq0ymX5N4+ptPmj86r/PPzkzZf8Okz82d0LZWZVdvJce7h1Z1tH/3M/FTIf0a97uwh+8aj3xUevfnzp+z5c+hjLkP+/ePRZ/8iTUzdufI71HbdrM7/a5J7h5q9G8gfIud1dR3zopHaluMlX8P5A2D+TOZE5tUxz7bTf0rfg2Y/Qm2fjqSV+Q5XNhqv7TmdnX/0ykndpe9jbv5lvb3HrN5jLkN/f39rTiBpj/T39+dndf5W9/Fq++jr3nVHwGyvOeYHQvPHx3zUthwv6YxK52p+8uRr+ETmldpuuXT8x9/+SpO+5U+adLZ9greW07OWdIYdfS29v7//mL+98A5n2yfyQ0UKpL+/v25WZ8ev49V2/pH8LcO6s+0kSXq6u49+h5qf5/mobXmHpL8o1NPdnb/GWXe2/UfnldpuuaQNl2/E/K/3NV7b6cEo28zZLZYs2b3t5O1T83RmZK+cfaw9/+Dg4OA7XCRPjvrFNhfJpYmp+yR53Yc58jcL81e58yfZ2RfZzMyOgNlJUvbi6S6QfzDbj9IH0/uOp3MEJETS66nHvDuTvzj0zvNKbbdo8jfSsqHP32NLH8luVM/r6spu6aXFmb/Qnb8nl+Q+2tZxrA91p1e/6/41/9mHbHnyD6b1fLxlOHqlTvH4ycxKejjLT7l8a+Z/hSG/F2SP5z9bnr3I8X75Ins8/2C2p6S7pHelcrzUXY/JH0XzzX28eZV//o033njM43xa2Pkjc0ulbWtbRE5zjr6ELiJNj9oWkeZEbYuchqhtEWlC8h8s95kykVMXtS0iIhImaltERCRM1LaIiEiYqG0REZEwUduNpv/e71980YVlL4VIyXlxz56/+OD7X9yzp+wFEflD2vL4rLYbzcUXXdh/7/f77/1+2QsiUmaWLF7008cfXzD/8rIXROQPWTD/8v57v//Txx8ve0GaGbVdPC/u2fPFL1ySTogvfuESzS0zNmvXrL7+umuTJFmyeNGSxYuGhobKXiKZ6RkaGlow//Jt27YmSXLxRRe2U3OfptoeGhpau2b1xRddeCLmdP7VCT4zM6/r8yf7LZ+84PxGnn/e3HOzzk5XcMniRenjf1iq/37SS3UaVuTEh3fB/MubMtdf3LPn+uuuPZGf+MH3v/ekVuSk1n1O50dO/MkzYUk+ecH5x1ySd501+5jyS5J//Ly55y5ZvCjb3OllyfyOcFJ79PGWqinjc1JP/uQF55/UZm2DJfng+997vK2f+eQF5xc4Mvz08ce/+IVLGlnyOZ1/VbckR4/SH+bq+9578UUXpp2dvF3hxYbo6Nmb/0F18lP31L1/PR21PTQ09BcffH82ghIlL+7Zs2D+5WvXrG7wRfL7j4hEz8DArvPmnnviO/W2bVsXzL98pn3uYdu2rRefmtvqp6O2sysVEjENfs6oWafsItI6ST+BeIJPPm/uuad0YVo211937am4eXo6avvMMzrc64qbBk+4zzyjo4kLIyItkvPmnjswsOuPPm1gYNcpOuls/WzbtvWLX7ik6S/rI2kiIiJhorZFRETCRG2LiIiEidoWEREJk7aq7WW9vR2zZp3Ut/T393fMmlWpVE7RIpWbOZ2dPd3dJ/78uH8vuWPWrJNa03ZN3C3Y9Mzr6kqHYmZOjP7+/jmdnWUvhZyStE9tp519UrWd7dhtWdtzOjtP6piV7eTpSEY57qdvvGbs0TmfoFvwVKSnuzvdqQcHB2fmUHTMmqW22zXtU9tJobPtSqXSrrWdnMzZdqVSGRwcLPCNLZJwC9z0RN+CzU1+KOZ1dS3r7S1xYU5/erq7l/X2qu12jdpW28fIvK6uWAf9Gd5SRyfcFjx1mWntValU+vv71XYb5zTVdlqo6dve9I1w2pepeV1d6dPSC57J27fo0uNOerE338dzOjuX9fb2dHfXXeKuq+3sCdnrH52yaju9Pp+uRfpItrT5a3rpwTe7DlypVLJxy74xfSS9GFh3ZayuzE78xue8rq5Y1xXVdl3CbcFTlHldXfkz75mQ9HCntts4p6O2BwcH05mUFUzydvUmueLMyimt3uw/0+enJZfkWjw9KqX9l/6gfG2nbZd+/Q7H9FJqO30vnOR2rfzI9HR3pw/WfaYm/c90JNPBGRwczL/7Sd6+k5etbH7Fs5H5o6ucba9AUdv5RNyCTU/2RnZG3dvO9gK13cY5TbV9vD0nfx6Z5M62s+/K2iWr+bqv8y+er+1sjz36HDSfsmo7K+m6pN2cLW3+Umd+P8zXfP7r5D8OQlZm+bdEqXe42xfxBEVt5xNxC56ipHvHDCmw9OQn/Vptt3FO00Xyo69Xp0XS092dr+cCtZ0kydG1nX7viSxYWRfJs2sG2YqkhV2pVPL7W4Hazo9hVmb5q/HvnGW9vRHv9KvtLEG34KnLzPlVqPyNthl4pWHm5LR+JC2t1bqqbrC280+rO9s+kYNXuR9JS6u67vMjDdZ2/mn5s+0TOXJlV+/DRW2nibsFT10qlcoMvGXgbLuNc1rvbSdvn/blr2zn/4cnJ17b2Yzs6e7Ov3j+3nbdx9OOuWzl3ttO3v7oUH7J53V1Fajt7AXz76/r7m1nXw8ODh59cO/v78+PUqyTNrWdBN+Cpy5zOjtn4Dio7TbOaart7OpNvm6zz1tl/5S/sHPMr7PPlh/9gtn/biXff9kjx9xv89eUTudBPz281v3c/JLUDUha3scckOyz5dkT8m9u8j8i/wmdo/fn/OjV3c5o8eQ/lHeCd0baMnG34KlIfhxm5m1+td3GCfl723X3tmd46i6Si4hIG0dth4/aFhGZOYlX26Vc1m7Z1F0wL3txRETk1CZf2zUAoDxqGwDCKFrbBw4c2L59+/fu+R4AcIpUR480p7ZfeOGFO1bc0de3YsuWzQBA033ms595842h5tT2wMDAxk2bdu58bmJiHABouo99bO7Q6weaVtub7r77F7/8RdlX+QGgPX384+epbQCIQW0DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAhDbQNAGGobAMJQ2wAQhtoGgDDUNgCEobYBIAy1DQBhqG0ACENtA0AYLVrbTz/9VF/fijvv/O6dd90ZTl/fioe3ba1WRxsZgenpqR07nrn99ttKX52Cg7Cy71//9aEGp8HQ0NDDjzy8atXK0lengA0b1m/cuPG5555rcBBeffWVuzbetX79utLXqIB169beeed39+59tcFB2Lv31aVLl5S+OgUHYf261atXjY9VGxmBqanJl156cdmy3tJXp5gNG9bfdtutDU6DycmJ7du3r1zZV/rqFNPXt+Kpp55qcBCSlq3tlSv7vvSly+677wdbtmwO5+tfv/qmm24cPnSwob10cuKeuzdddtmlpa9OMVddfdWCBf9Uq003Mgh79uxZ2tu7cOHC0lengE2bNt5yyy0bN21qcF/YtWvnZZddumHDhtLXqIA1a1Zf8c9XDAwMNDgIAwO7PvaxuZs331f6GhWwavWqv/3bzx4ePtTICExMjD/11JOXXHJJ6atTzJ133fnhD5/d4DSoVkcXfuc7N910Y+mrU8Dmzfddc803V/T1NTgISSvX9rLepVOTE42/1On34IMP9PYubby2N9/3g9tvv6301Slmy5bNV1yxoPHavvOuu57+2dOlr04Bhw4d3LptW+O1vXPXzq9/4+v7979W+hoV8Nvfvrzs1lubUtuf+9yF09NTpa9RAb/+9Uuf//x/a7y2dzy746abby59dYp5/fUDTantxUuWPPbYT0pfnQJqtemtW7eq7RalthO1rbaTWqK2k1qitpNaorbVdotT24naVttJLVHbSS1R20ktUdtqu8Wp7URtq+2klqjtpJao7aSWqG213eLUdqK21XZSS9R2UkvUdlJL1LbabnFqO1HbajupJWo7qSVqO6klaltttzi1nahttZ3UErWd1BK1ndQSta22W5zaTtS22k5qidpOaonaTmqJ2lbbLU5tJ2pbbSe1RG0ntURtJ7VEbc+Q2v77v/8fvb1Lly3rDeeyyy791g3XN17bd2/a+Hd/N6/01Snm0kv/Z1P+L2kLFy7s6ekufXUKWLjwlquuvqoptf0P//gPN998U+lrVMANN9zw5S9/uSm13dl5TumrU8z111/36U9/qvHafuLJJy66+KLSV6eYf/mXm88++0MNToNqdfTbt9yyYME/lb46xXzlK19p59reufO5tWvXrFu3NqLVq1dt3/7oWGP/C+Lp6amBXTtXrVpZ+uoUHoQf/eiHDU6DgwfffHT7o2vWrC59dYq5557vPf/88w0Owmuv7evvvzfo7rB27Zp77/1+45cK9u9/beXKvtJXp/Ag3H33pvHxsQYPCC+//Ju+vhWlr07hQdiwYX2D02BycuKJJ55YvXpV6atTzJo1qxv/IwVJy9Y2AHA0tQ0AYahtAAhDbQNAGGobAMJQ2wAQhtoGgDDUNgCEobYBIAy1DQBhqG0ACENtA0AYahsAwlDbABCG2gaAMNQ2AIShtgEgDLUNAGGobQAIQ20DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAhDbQNAGGobAMJQ2wAQhtoGgDDUNgCEobYBIAy1DQBhqG0ACENtA0AYahsAwlDbABCG2gaAMFq3tsfHxw6PDI8Mh1StjtZq06VvXaB91KYnJ8ZLP7gVdnhkpPwxbAutW9uPPfaTa6+55pvf+HpED9y/pTp6pPStC7SNiYnxXbt2ln5wK+obC2/5dulj2B5at7aXL7/9rLPO7OiYFVFPT/fwoYOlb12gbVSro1vu31L6wa2ws8/+UOlj2B7UttoGAlDbpFq3tp99dscdy2+//bZbI3r0//xobKxa+tYF2sbk5MTuX+0u/eBW2Pp1a0sfw/bQurWdJLVabTqu0jct0GZKP6w5KraClq5tACBPbQNAGGobAMJQ2wAQhtoGgDDUNgCEobYBIAy1DQBhqG0ACENtA0AYahsAwlDbABCG2gaAMNQ2AIShtgEgDLUNAGGobQAIQ20DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAhDbQNAGGobAMJQ2wAQhtoGgDDUNgCEobYBIAy1DQBhqG0ACENtA0AYapuW9vrrBx566KHFixdFtHr16l0DuxofhFde+d2aNatLX51iNmxYv3ff3sYHYd++vUuWLC59dYpZt27t+Fi19L2J9qC2aWm7f7X7si9dNnv2GRF99KMf3XT33Y0PwrPP7vjoX3+09NUp5oILLhgYGGh8EAYGdp111pmlr04x5533sbdGhkvfm2gPapuWtnv37ksvvbSjY1ZEnZ2dGzdtanwQdux45pxzPlL66hTziU+c36zanj37jNJXp5i5c889PHyo9L2J9qC2aWn797923w9+8K1v3RDRbbfd+uyzOxofhN/+9uXbbl1W+uoUs7Kv79VXX2l8EF599ZUbb/xW6atTzB3Ll4+5SE6TqG1a2tTU5JG33ho+dCiikZHhphysp6YmR0aGS1+dYg6PjExNTTZlEEpfl0YGoVabLn1voj2obQAIQ20DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAhDbQNAGGobAMJQ2wAQhtoGgDDUNgCEobYBIAy1DQBhqG0ACENtA0AYahsAwlDbrWtsrPrkk08uWbI4qG3btpY+hu3h1VdfWbdubekbtJjvfnfDvn17Gx+Effv2Ll26pPTVKWb9+nXjY9XSJ1IbmJyc+Lcf/lvpG7SYpUuXPPPMM40PgtpuXSMjw8uW9Z511plBXXHFglptuvRhbAPPPrvj3HP/uvQNWszf/M0nB34x0PggDAzseve731X66hTz8Y+f99bIcOkTqQ2Mjh752pVXlr5Bi3n3u9/Vt3Jl44OgtlvXyMjw0qVLOjpmBTV//uVquyl27HjmnHM+UvoGLeYTnzh/YKA5tT179hmlr04xc+eee3j4UOkTqQ2Mjh7p+WpP6Ru0mNmzz1jR19f4IKjt1jVWrf74x9uvu+7aoO6/f0vpY9geXn75N0uXLil9gxZzxx3LX33ld40Pwiuv/O76668rfXWKue22W8eqo6VPpDYwMTH+wAMPlL5Bi7n++usqlUrjg6C2W1etNl2tHnnzzTeCeuutw6WPYXuYnJw4ePDN0jdoMcPDh6YmJ5oyCKWvS/FBOHTQlaemqNWmDx8eKX2DFjZ65K3GB0FtA0AYahsAwlDbABCG2gaAMNQ2AIShtgEgDLUNAGGobQAIQ20DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAhDbQNAGGobAMJQ2wAQhtoGgDDUNgCEobYBIAy1DQBhqG0ACENtA0AYahsAwlDbABCG2gaAMNQ2AIShtgEgDLUNAGGobQAIQ20DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAijdWv76aefWrJk8aJF34nokUceHhurNjgCY2PVJ574aenrUtjWrf+78Wnw+usHHnrowdLXpZjVq1ft2rWr9J2c9jA5OfHv//5C6bO6sBUr7mh8ECYmxh955JHS16WYxYsX/eyZnzU+CK1b28uX337WWWd2dMyKqKene/jQwQZHYGRkeOnSJaWvS2Hz519eq003OAi7d+++9NJLS1+XYjo7Ozdu2tSU3QGq1dEt928pfVYXdvbZH2p8EEZHj/R8taf0dSlm9uwzVvT1NT4IavuUUNsdaltt01RqO1HbSS1p5dp++umnlixetOg7CyN65OFtY9XRBkfg9xfJy16XwppykfzAgQMPPvhA6etSzKpVK3ft2tmU3QF+f5G87FldWLMukj/88MOlr0sxixd952c/e7rxQWjd2p6ampwYHwtqanKi8RPNNhiExkegVpuenJwofV0Kmhifnppsyu4ASVKbnp4qf1Y3sDs0ZRACHxDGx6aacUBo3doGAOqobQAIQ20DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAijdWv75z9/dsWKO5Yvvz2i7Y8+2vgf7iRJakNDr297eFvpG7SYu+668/nnf1n6GNIeJicnfvWr3aXP6sI2bFhf+hi2h9at7ZUr+/7sz/7ze97znyK6+uqrhocPlb5128Cv/t+vvvKVr5S+QYs57+Pn3XPPPaWPIe2hWh198KEHS5/Vxfzpn75nzpzO0sewPbRubS+f8X+4kyTxhzvh9/zhTlKtW9s//vH2q6++6mtXfi2izff9oDp6pPSt2wb27t171113lb5Bi/n2t7/95JNPlj6GtIeJifGdz/289FldzJVXfu2mm24sfQzbQ+vW9ltvHd732r59+/ZGdOjQwdr0VOlbtw1MTIy/8cZQ6Ru0mP379791+HDpY0h7qNWmq6NHSp/VDewOr5U+hu2hdWsbAKijtgEgDLUNAGGobQAIQ20DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAhDbQNAGGobAMJQ2wAQhtoGgDDUNgCEobYBIAy1DQBhqG0ACENtA0AYahsAwlDbABCG2gaAMNQ2AIShtgEgDLUNAGGobQAIQ20DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAhDbQNAGGobAMJQ2wAQhtpuXePjYz9/9tnVq1cFtX37o6WPIdBOJicnfvLYT0o/uBWzZs3q53Y+1/ggqO3WdXhk5I7ly//8z/8sqCuv/FqtNl36MAJtY7Q6+o1vfrP0g1sx733vf1m9Zk3jg6C2W9fIyPDSpUs6OmYFNX/+5WobaKLR0SM9X+0p/eBWzOzZZ6zo62t8ENR266qOjj7yyMMLrlgQ1N13byp9DIF2Mj4+9r3vfa/0g1sxV/zzFT/84Q8bHwS13bqmp6cOHTr48m9fDmpo6PXSxxBoJ7Xa9IED+0s/uBX25ptvND4IahsAwlDbABCG2gaAMNQ2AIShtgEgDLUNAGGobQAIQ20DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAhDbQNAGGobAMJQ2wAQhtoGgDDUdusaHx/b+dxz69atDeqxx35S+hi2h/37X9u8+b7SN2gxW7ZsPnBgf+OD8PrrB9avX1f66hRz330/mBgfK30itYHJyYnK45XSN2gx69ev27lrZ+ODoLZb1+GRkRUr7njf+94b1NVXX1WrTZc+jG1g166dn/r0p0rfoMV87nMX/vL5XzY+CM8//8sPfOD9pa9OMZ/9zKffGhkufSK1gWp19Jprryl9gxbzgQ+8f83atY0PgtpuXSMjw0uXLunomBXU/PmXq+2m2LHjmXPO+UjpG7SYT3zi/IGBgcYHYWBg1+zZZ5S+OsXMnXvu4eFDpU+kNjA6eqTnqz2lb9BiZs8+Y0VfX+ODoLZbV3X0yLatW/9X2GzceFfpY9ge9uwZvOaaa8rengVz8803/ebXv258EF5++Tfz519e9toUzLe+dUN19EjpE6kNjI+Pbdy0seztWTDz51/+yCOPND4Iart1TU9PHXzzjZdeejGoptzRJElq1eroyy//pvQNWszvfvfbanW08UEYG6u+9NJLpa9O4UGYnp4qfSK1gVpt+rXX9pW+QYt66Y2hocYHQW0DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAhDbQNAGGobAMJQ2wAQhtoGgDBat7Z37Hjm9ttvW7asN6If/eiHY2PV0rcu0DYmJyd27/6/pR/cirn11mVr164pfQzbQ+vW9h13LH/3u981e/YZEX31qz3Dh/x5XaBpqtXR+x+4v/SDW2F/+ZcfLn0M20Pr1vby5befddaZpf9h82J6erqHDx0sfesCbaNaHd1y/5bSD26FnX32h0ofw/bQurX9eKVyww3XX3fttRE99OADTfkbwwCpiYnxXwwMlH5wK2zRou+UPobtoXVre2ysOjx8aPhQSKOjR2q16dK3LtA+atMTE+OlH9wKGxkZLn8M20Lr1jYAUEdtA0AYahsAwlDbABCG2gaAMNQ2AIShtgEgDLUNAGGobQAIQ20DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0AYahtAAhDbQNAGGobAMJQ2wAQhtoGgDDUNgCEobYBIAy1DQBhqG0ACENtA0AYahsAwlDbABCG2gaAMNQ2AIShtgEgDLUNAGGobQAIQ20DQBhqGwDCUNsAEIbaBoAw1DYAhKG2ASAMtQ0EUKtNT01NxlX6ANI21DYQwL59e5csWbx48aKI1q1bOz5WLX0MaQ9qGwhgYGDX7NlndHTMimju3HMPDx8qfQxpD2obCEBtQ0ptAwHs3fvqwoW33HLLtyNavWqli+Q0i9oGAqjVpicnJ4KampwofQBpG2obAMJQ2wAQhtoGgDDUNgCEobYBIAy1DQBhqG0ACENtA0AYahsAwlDbABCG2gaAMNQ2AIShtgEgDLUNAGGobQAIQ20DQBhqGwDCUNsAEMYpqO1fqG0AOCWaWdsvvPDCir6+latW3v/A/QBA01144X99842h5tT20NDrlcpj922+DwA4Rcaqo82pbQDgtFPbABCG2gaAME6utkVERKSlo7ZFRETCRG2LiIiEidoWEREJE7UtIiISJmpbREQkTP4/zZwqJ2QwJukAAAAASUVORK5CYII=" alt></p>
<p>Which suspect could be implicated as the criminal, according to the gel of DNA shown?</p>
<p>A. Suspect 1<br>B. Suspect 2<br>C. Suspect 3<br>D. Suspect 4</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><em>Hind</em>III is an endonuclease that recognizes the sequence A A G C T T, cutting between the two adenines.</p>
<p style="padding-left: 30px;"><img src="data:image/png;base64,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" width="390" height="57"></p>
<p>Into how many DNA fragments would the strand shown be cut by <em>Hind</em>III?</p>
<p>A. 2</p>
<p>B. 3</p>
<p>C. 4</p>
<p>D. 5</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 the cause of sickle-cell anemia?<br>A. A change to the base sequence of a hemoglobin gene<br>B. Mosquitoes acting as the vector for malaria<br>C. Iron deficiency due to the malaria parasite<br>D. Production of more white blood cells than red blood cells by bone marrow</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which genotypes are possible when a male with blood group AB and a female with blood group O have offspring?<br>A. I<sup>A</sup>i only<br>B. I<sup>A</sup>i and I<sup>B</sup>i<br>C. I<sup>A</sup>i and ii<br>D. I<sup>A</sup>i, I<sup>B</sup>i and ii</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The genetics questions were well answered by the vast majority of candidates.</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">Laboratory analysis of DNA from a 40 000 year old woolly mammoth used the polymerase chain reaction (PCR). What role did the PCR have in the analysis?</p>
<p align="LEFT">A. DNA denaturation</p>
<p align="LEFT">B. DNA comparison</p>
<p align="LEFT">C. DNA separation</p>
<p>D. DNA amplification</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>A small amount of a suspect’s DNA is obtained from a crime scene. What techniques would be used to carry out DNA profiling?<br>A. Gel electrophoresis and paternity testing<br>B. Paternity testing and the polymerase chain reaction (PCR)<br>C. Polymerase chain reaction (PCR) and gel electrophoresis<br>D. Test crossing and pedigree analysis</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>Which technique separates proteins according to size?</p>
<p>A. Treatment with restriction endonucleases<br>B. PCR<br>C. Gel electrophoresis<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>Despite some complaints, this question was well answered by good candidates. In general, proteins are separated using a polyacrylamide gel. The SDS-page method is one of the most popular in molecular biology procedures. In this case, proteins are previously denatured. SDS molecules bind to unfolded proteins in large excess, providing extra negative charges to the molecules. Therefore, upon SDS-treatment, the specific charge (the charge-to-mass ratio) of different proteins will become roughly identical.</p>
</div>
<br><hr><br><div class="question">
<p>The diploid number of chromosomes in humans (<em>Homo sapiens</em>) is 46 and the diploid number of chromosomes in rice (<em>Oryza sativa</em>) is 24. What does this indicate about diploid chromosome numbers?</p>
<p>A. Plant species have a lower diploid number of chromosomes than animals.<br>B. Members of a species have the same diploid number of chromosomes.<br>C. The evolutionary progress of species is determined by the diploid number of chromosomes.<br>D. The complexity of the organisms is correlated to the diploid number of chromosomes.</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 are homologous chromosomes?</p>
<p>A. Identical chromosomes<br> B. Non-identical chromosomes with different genes<br> C. Non-identical chromosomes with the same genes in the same sequence but not necessarily the same alleles<br> D. Non-identical chromosomes with the same genes in a different sequence and not necessarily the same 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>There was a complaint in the G2 that this question was tricky and confusing. This is not the intention. As a matter of fact, this question turned out to be a very good discriminator and most good candidates chose the correct answer C. Many other candidates went for answer A, showing they did not quite understand the concept of homologous chromosomes</p>
</div>
<br><hr><br><div class="question">
<p>The Human Genome Project allowed the first accurate estimates of the number of different genes in the human genome. What was a typical estimate, based on the results of the Human Genome Project?<br>A. 46<br>B. 64<br>C. 25 000<br>D. 1 000 000</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>Most candidates answered this question correctly. There were some complaints on the G2 reports submitted about the fact that there are different quotes in different text books about the number of genes in the human genome. What most books state is that it was originally believed there would be millions of genes and eventually only about 25 000 were discovered. All the other numbers in the distractors were a long way from this number.</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 to have more than one chromosome suffering non-disjunction in humans is very low, let alone the whole set of chromosomes.</p>
</div>
<br><hr><br><div class="question">
<p>In the following diagram, which pair represents homologous chromosomes?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>A. 1 and 2 <br>B. 3 and 4 <br>C. 2 and 5 <br>D. 4 and 6</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 type of inheritance is shown in this pedigree chart?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>A. X-linked dominant<br> B. Y-linked dominant<br> C. X-linked recessive<br> D. Y-linked recessive</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 one teacher complained about the use of a non-standard carrier notation, this question was in general well answered by the most capable candidates.</p>
</div>
<br><hr><br><div class="question">
<p align="LEFT">A colour blind man and a woman carrier for colour blindness have a son. What is the probability that their son will be colour blind?</p>
<p align="LEFT">A. 25 %</p>
<p align="LEFT">B. 50 %</p>
<p align="LEFT">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>If there are 16 chromosomes in a cell that is about to divide, what will be the number of chromosomes in a daughter cell after division by mitosis or meiosis?</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASUAAADQCAIAAADOLeA+AAAMV0lEQVR4nO3dvW4bVxqA4dwFdRHZIhsP4UXsxF4VRvy3sDWEAae0XWSLWOR9UEW2yxZqHOB0Wah2wyKFAXVOx06druJs8UEHxzMU/VnfzPkh3wdT2ExMUofzzp+IOV95AKl8lfsNAHuE3oB06A1Ih96AdOgNSIfegHToDUiH3oB06A1Ih96AdOgNSIfegHQy9+YwtP/98Ufut7ALPnz4MMYKn7O3i4uLp0+evP3lF5YBl1nb/vvnn7O/jaqX169eHb99O8Y6n7O3vz5+PDw8zPgGdtLh4eFfHz/mfhd1G2/NpLddQ2929AYterOjN2jRmx29QYve7OgNWvRmR2/Qojc7ersh59zBZCLLtGk6/3Uxn4f/Omtb7/1qtTqYTBbzufF1h3qeGxipN/mJwtL5ryfL5ZZxDtbrdRjqLyKf48ly+cXv+0bozWTaNLIqrFar7Y/L5xqvEM659Xr9pa/Yf55kRt2/zdpWRsw5p3m8Q6LdEuR1pOdk2y96Mwn7sfgDW61W4fFOh7GDyeQGvWU0am+L+Vw2UvGmZL1eh5Hc3lst6M1kMZ+HFSI8eLJchqPN63qTdYvegsV8Hg4dw7CcLJfhaJPettuX3uTMIV4h+r2FlUY23uFoM96chwfjg6JwNCVrYed5wkunOcIcuzfvvfws4Wzqut7C8HbGIR66jSMTj3z8PPLq8ZnkSEeY9GYin4pUIZ+rnJX192+y8Y6vncQb8nh3F9YbeRJ5cNa28of4eWZtG1a43ehNDhbkx19d6W/OQpMhDBmr0FsoKr6OIv9Q/ofwf8orypNMmyaER29fIHFvoS4534gf2dhb2B5LQp1zfWnPOdfPsvM8sq4ku3aSoLfwI4c1vt+bjI8MrPzZf9pb55JSeMLwoXReN/Qm281Rr53Qm0n4bMJBiGx3v6i3zrZZ1iF5ns4BZOd5fHTBJsHpTYLe/NWPLyfGflNv4ZAvPtKOx7AzRPE/7xxA+k9789EB/JYLXRb0ZtL52DoJWXqL+4mvWXdWpvifjLSKBGl6C1dNOqe+nf1bZ/vy2d7iwZEPS7Zond7ifzLG1Sx6Mwmfk6wW4TPW9xbOHMJxTnwCE19N6fe2mM9ltZNX343eZHDC1qffW3yO570Pp82d8zf5c3z+5pyLj0f6vc3aVsYwPnMeFr3dUPz9knAuIR9hfBFMPuz4wlf8McfnEv3rk/Hv8UKB8fPEv41I8A2JBN8vkahmbRufUIWlc5EjDH58nbZzhN/ZCIZ/GFcaXnoxnyt/vX5j9AYtvj9pR2/Qojc7eoMWvdnRG7TozY7eoEVvdvQGLXqz29neXrx4MextcfH40aP//vZb7ndRt5Pl8s2bN2Os89xfedcW7q9sX7i/MrQ4nrTb2eNJehscvdnRG7TozY7eoEVvdvQGLXqzozdo0ZsdvUGL3uzoDVr0Zkdv0KI3O3qDFr3Z0Ru06M2O3qBFb3Z5ejtZLm8wlYle4b3N2va6H79/D/1ylNlbXYOZp7ex75dYbG8b73QfdO7YVZrSeqtxMDP05q5uSzbejaOL7U3I3EudB/t3cS1Nab2JugYzQ29yP0ZJbowX9hX2tnGlKU0tvZU8mKl7CzO5yF0+XW131RxEf4WQG7bGN8TP9d62qKW3kgczdW/hFtze+2nTjLTTr6u3zr3Qp01T5ua5it4KH8zUvR18Og9odXdpH0RnFXHOxcOSZjKAG6iit8IHM2lvLrpde+d++sOquje57FbOKhLU2Ftpg5m0t2nTdPZmW355YlFXb511Qv5a1FmHqKK3wgczXW8yn0vnQdndD76Lq6s3/+kXAMJUg6Wpojdf9mAm6q0zr5KIJyKSx4c6uy25t/hYuj8J4Ki/ljQqsLfqBpPvT0KrwN6qQ2/Qojc7eoMWvdnRG7TozY7eoEVvdvQGLXqzozdo0ZsdvUGL3uzoDVr0Zkdv0KI3O3qDFr3Z0Ru06M2O3qBFb3a72dvl5eXfvv66uXWLZcDlwYMHt779NvvbqHr5+zffvHr1aox1PvP+7fu7dy8wqO/v3n3//n3ud1G39+/f3/vhhzHWeY4ndw3Hk3a7eTxJb2OgNzt6gxa92dEbtOjNjt6gRW929AYterOjN2jRmx29QYve7OgNWvRmR2/Qojc7eoMWvdnRG7TozS5Rbxtnotrb+YS3zAoUJuYsZ0qXoPDeZm0rQ1fmzN0i9XxU8fwJ06bZt/kWZXqkzrwlwajbILuSe4tnySltTpxYzt5k5RtjaIrtTWyc0L3wDbMvu7dp04RZzZxzxY5kzt689/R23SMFKrm3WduGxpxz7N+87/Umk3SNMddrdb3JpJPhtLbAkzdfdm8yl+BiPl+v18Xu3Hz63rhe4nu9yboS1pKhJp0cXMm9+atrcmUOXZB//8bxZGeKd8mvnCneg8J7m7VtuByV+71cK/P5m1zDHfzwqereOjO+l6Pk3hbzebhesuXXLdll7k12cXveWycw+WuBp3Al93YwmTjn5M/FDqDP25tcIRjj7Lau3rz3J8tl+b8+Krm3eJ/mnNv3/dt13y+JVyw5thzktUvuLf7x44NG2dWPdEI7iJJ789HVuGJj83x/EnqF91YFeoMWvdnRG7TozY7eoEVvdvQGLXqzozdo0ZsdvUGL3uzoDVr0Zkdv0KI3O3qDFr3Z0Ru06M2O3qBFb3a72dv5+fnR0dGfGNT9e/fOzs5yv4u6nZ6e/vTy5RjrfM7eLi4u7nz33fNnz1gGXB7++OPTJ0+yv42ql0cPH755/XqMdZ7jyV3D8aTdbh5P0tsY6M2O3qBFb3b0Bi16s6M3aNGbHb1Bi97s6A1a9GZHb9CiNzt6gxa92dEbtOjNjt6gRW929AYterOjN2jRm12G3uJZF9frtcxJOexr19KbTJlQ/szdoszetsw+FaaMLWeunKS9hUlfwyPS3n72Fs+SU+ycOLHSeguzK27srcyJF5P2tnHyl2nTDD63YBW9TZsmTBHonCt/F1dab6I/uZf3vthDhnS9yc69n5Zzbj97m7VtWCecc+zfbqbf28YCC5GutwGnd/usKnoLR9fr9brMjXFHLb0dTCbhzK2okzefsjc5VRvjlfqq6M1fTUNZ7Ma4o4reZCsWtl/TpilqeOktp1nbhpP+3O/l86roTTZh4a+S3+AnLDeWrjeZLzfNzr2K3hbzebhesuWidjlq7E02Z/vYm/zk/asCq9UqrHZDqaK3g8nEOSd/lsEp6kyjr4reOoGVNrBJfx8g25742sBI18Gr6C3epznn2L/dTP96yclyWewvNlN/vyScrsgSj8WAFzCr6M1HX7UpPzZfZG/xuhQfNMrJy8bjqbz4/iS0CuytOvQGLXqzozdo0ZsdvUGL3uzoDVr0Zkdv0KI3O3qDFr3Z0Ru06M2O3qBFb3b0Bi16s6M3aNGbHb1Bi97sdrO3y8vLf96/n31y9B1b2ufP//X0afa3UfXy+PHj4+PjMdb5nL2dn58fHR39iUHdv3fv7Ows97uo2+np6U8vX46xznM8uWs4nrTbzeNJehsDvdnRG7TozY7eoEVvdvQGLXqzozdo0ZsdvUGL3uzoDVr0Zkdv0KI3O3qDFr3Z0Ru06M2O3qBFb3aJepOZA/rL4DN1iFp6k1u4Fzv5bUfhvVUxmEn3b9Omie/nHm7yPvhrV9FbPNFEadNKbFRyb7UMZs7e/KYZcwZRRW/Tpgm795HmCRpWyb3VMpiZe/NXhwHDztBVRW+ztg2rhXOu2E1yUHJvtQxm/t5kavMw8+AgquhNprpdzOfr9brY7XGs5N5qGcz8vckh5R725q9+9iomf/Nl9+YrGcz8ve3t/s17P2vbMAFl7vfyeYX3VsVg5u9tb8/fFvN5OMWP5xYuVsm91TKYRVyfHPzstore4r16adO6b1Ryb7UMZv7fv42xKaqit3gz7JwrdpMclNxbLYOZ+fslndO2adMMMlJV9Oa9nzaNjEOx60es5N58JYPJ9yehVXhvVaA3aNGbHb1Bi97s6A1a9GZHb9CiNzt6gxa92dEbtOjNjt6gRW929AYterOjN2jRmx29QYve7OgNWvRmt7O93b59O/dczbvmH7dv//7uXe53Ubff3727c+fOGOt8zt6898+fPWMZdjk+Ps7+HnZg+c+vv46xwmfuDdgr9AakQ29AOvQGpENvQDr0BqRDb0A69AakQ29AOvQGpENvQDr0BqRDb0A69AakQ29AOvQGpENvQDr/BxzRLCdBc2lEAAAAAElFTkSuQmCC" alt></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 is used in polymerase chain reaction (PCR)?</p>
<p>A. Transcription<br> B. Translation<br> C. Replication<br> D. Mutation</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>How is the polymerase chain reaction (PCR) used?</p>
<p>A. To make many copies of a DNA molecule <br> B. To cut DNA at specific sequences<br> C. To splice fragments of DNA together into a plasmid<br> D. To separate fragmented pieces of DNA based on their charge and size</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>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>This question was perhaps not as fair as it could have been, as it did require candidates to remember difficult details about specific amino acid sequences. However, it was the fourth most difficult question on the paper, and it did discriminate well.</p>
</div>
<br><hr><br><div class="question">
<p>During reproduction in flowering plants an embryo sac is produced, containing one haploid nucleus. This haploid nucleus divides by mitosis three times. What is produced?<br>A. One diploid nucleus<br>B. Four diploid nuclei<br>C. Four haploid nuclei<br>D. Eight haploid nuclei</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 testing on plant reproduction in this question, it turned out to be a very good discriminator. There was no need to understand how a plant carries out mitosis, just the process of mitosis itself.</p>
</div>
<br><hr><br><div class="question">
<p>What is the set of alleles that an individual possesses?</p>
<p>A. A gene<br> B. A genotype<br> C. A genome<br> D. A genus</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The wording of the stem in this question seemed confusing, as a set of alleles could have been interpreted as all of the alleles of an organism and not just the pair of alleles. Nevertheless, the question turned out to have a good discrimination index.</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following types of information are needed to construct a karyotype?</p>
<p style="padding-left: 30px;">I. Size of the chromosomes <br>II. Gene mutations of the chromosomes <br>III. Age of the individual</p>
<p>A. I only <br> B. II only<br> C. I and II only<br> D. I, II and III</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>More candidates chose response C instead of A, the correct answer, so the question discriminated well. A comment on the G2 forms suggested that shape was also a property that students would be expected to know, and this was not an option in the responses. It was felt that often not all possible information is included in questions, and that it was a fair set of options. <br><br></p>
</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 diagram shows a pedigree of cystic fibrosis, in which the black colour indicates the presence of cystic fibrosis.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: left;">What is the probability that the individual labelled X is a carrier of cystic fibrosis?</p>
<p style="text-align: left;">A. 1.00</p>
<p style="text-align: left;">B. 0.50</p>
<p style="text-align: left;">C. 0.25</p>
<p style="text-align: left;">D. 0.00</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 guinea pigs black coat colour is dominant to white. In a test cross between a black and a white guinea pig both black and white offspring were produced. What percentage of the offspring would be expected to be white?</p>
<p>A. 75 %<br>B. 50 %<br>C. 33.3 %<br>D. 25 %</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<br><br></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>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>Which is a feature of sex-linked genes in humans?</p>
<p>A. Males can only be heterozygous for the gene.<br> B. Females can only be homozygous for the gene.<br> C. Males can be either heterozygous or homozygous for the gene.<br> D. Females can be either heterozygous or homozygous for the gene.</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>Quite a few candidates picked option A instead of D, but this statement is invalid when dealing with sex-linked genes. The question had a high discrimination index.</p>
</div>
<br><hr><br><div class="question">
<p>In peas, tall is dominant to dwarf. In a cross between a dwarf plant and a heterozygous tall plant what percentage of the offspring will be dwarf?</p>
<p>A. 0 %<br> B. 25 %<br> C. 50 %<br> D. 100 %</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>Here is another example of a well-answered question, showing that monohybrid crosses seem well studied by candidates.</p>
</div>
<br><hr><br><div class="question">
<p>What is amplified using the polymerase chain reaction (PCR)?</p>
<p>A. Large amounts of RNA<br> B. Small amounts of DNA<br> C. Small amounts of protein<br> D. Large amounts of polymers</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>Quite a few candidates picked option A instead of D, but this statement is invalid when dealing with sex-linked genes. The question had a high discrimination index.</p>
</div>
<br><hr><br><div class="question">
<p>Rhesus factor is an antigen present on the surface of red blood cells of Rhesus positive individuals. Rhesus positive (Rh<sup>+</sup> ) is dominant to Rhesus negative (Rh<sup>–</sup> ). A mother with Rhesus negative blood gives birth to a baby with Rhesus positive blood and there are concerns that subsequent pregnancies will trigger an immune response.</p>
<p>What are the genotypes of the mother and her first baby?</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>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This was a good discriminator. There was some criticism that the question was not on the syllabus, but it tested their understanding of inheritance rather than a specific example in the syllabus. It was well answered by candidates.</p>
</div>
<br><hr><br><div class="question">
<p>What happens to DNA fragments in electrophoresis?<br>A. They move in a magnetic field and are separated according to their size.<br>B. They move in an electric field and are separated according to their size.<br>C. They move in a magnetic field and are separated according to their bases.<br>D. They move in an electric field and are separated according to their bases.</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>This question was a good discriminator with the majority of those getting this wrong incorrectly choosing D. Almost all understood that fragments of DNA moved in an electric field (B and D) during electrophoresis but the weaker candidates did not know what was the basis for their separation, which is size.</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following is the cause of sickle-cell anemia?</p>
<p>A. Tryptophan is replaced by leucine.<br> B. Leucine is replaced by valine.<br> C. Glutamic acid is replaced by valine.<br> D. Lysine is replaced by glutamic acid.</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 turned out to be a good discriminator. Some teachers complained in the G2s that there was too much detail expected in this question. This exact statement is present however in the teacher notes of the guide. <br><br></p>
</div>
<br><hr><br><div class="question">
<p>What causes the presence of three chromosomes 21 in Down syndrome?<br>A. Crossing over<br>B. Allele change<br>C. Non-disjunction<br>D. Gene mutation</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>In assessment statement 4.2.3 candidates are expected to study crossing over.</p>
</div>
<br><hr><br><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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>The Punnett grid shows the inheritance of blood groups.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What is the ratio of phenotypes of the offspring?</p>
<p>A. 1 : 1 ratio of blood groups A : B<br> B. 1 : 2 : 1 ratio of blood groups A : AB: B <br>C. 1 : 1 : 1 ratio of blood groups A : AB: B <br> D. 2 : 1 : 1 ratio of blood groups A : AB : B</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 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 style="text-align: left;">A child has blood group A. The father of the child has blood group B. What are the possible genotypes of the mother?</p>
<p style="text-align: left; padding-left: 30px;">I. I<sup>A</sup>I<sup>A</sup></p>
<p style="text-align: left; padding-left: 30px;">II. I<sup>A</sup>I<sup>B</sup></p>
<p style="text-align: left; padding-left: 30px;">III. I<sup>A</sup>i</p>
<p style="text-align: left;">A. I only</p>
<p style="text-align: left;">B. I and II only</p>
<p style="text-align: left;">C. II and III only</p>
<p style="text-align: left;">D. I, II and III</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>The flow chart summarizes methods of gene transfer.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Which enzymes are used in steps I and II?</p>
<p><img 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" alt></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>This question on gene transfer was also a good discriminator as the stronger candidates correctly choose B, indicating that they knew both enzymes involved in the steps indicated while the weaker candidates were split between C and D showing that they knew one, but not both of the enzymes.</p>
</div>
<br><hr><br><div class="question">
<p>What is the difference between dominant, recessive and codominant alleles?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The genetics questions were well answered by the vast majority of candidates.</p>
</div>
<br><hr><br><div class="question">
<p>During which phase of the first division of meiosis can non-disjunction take place and what structure is affected by the non-disjunction?</p>
<p style="text-align: center;"><img 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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which processes involved in cloning an animal are indicated by the letters X and Y?</p>
<p><img 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" alt></p>
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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>N/A</p>
</div>
<br><hr><br><div class="question">
<p>The image shows a human karyotype.</p>
<p><img 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" alt></p>
<p>According to the image, what conditions can be determined?</p>
<p>A. Non-disjunction has occurred and the individual is male.<br>B. Non-disjunction has occurred and the individual is female.<br>C. The individual is female and has Down syndrome.<br>D. The individual is male and has Down syndrome.</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>An 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="648" height="209"></p>
<p>What is the pattern of inheritance?</p>
<p>A. Lactase persistence is sex-linked recessive.</p>
<p>B. Lactase persistence is autosomal recessive.</p>
<p>C. Lactase persistence is sex-linked dominant.</p>
<p>D. Lactase persistence is autosomal dominant.</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>Cladograms can be created by comparing DNA or protein sequences. The cladogram on the left is based on DNA sequences and the cladogram on the right is based on comparing protein sequences.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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"></p>
<p>What is the reason that cladograms based on DNA sequences are more reliable predictors of the phylogenetic relationship of species than cladograms based on protein sequences?</p>
<p>A. Amino acids are not as chemically stable as DNA nucleotides.</p>
<p>B. DNA mutates but amino acids do not.</p>
<p>C. Several different triplets of bases can code for the same amino acid.</p>
<p>D. There are 20 different amino acids but only 4 nucleotides.</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 style="text-align: left;">The bacterium <em>Neisseria gonorrhoeae</em> causes infections related to the human reproductive system. The graph shows the percentage of samples in which this bacterium showed resistance to six antibiotics over a period of ten years.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">What is a possible explanation for the total percentage resistance being larger than 100% in 2010?</p>
<p style="text-align: left;">A. People do not take the antibiotics as prescribed.</p>
<p style="text-align: left;">B. More people have been sampled in that year.</p>
<p style="text-align: left;">C. There was an epidemic of <em>Neisseria gonorrhoeae</em> in that year.</p>
<p style="text-align: left;">D. Some bacteria are resistant to more than one antibiotic.</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 does the karyogram below correspond to?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>A. A normal male<br> B. A normal female<br> C. A female with Down syndrome<br> D. A male with Down syndrome</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>Some breeds of dogs are characterized by the presence of a melanistic mask, which is a darkening of the fur near the nose, as shown by the arrow in this photograph.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">Which outcome is matched with a valid conclusion if dogs that were pure breeding for melanistic masks were crossed with dogs without melanistic masks?</p>
<p style="text-align: left;">A. If 0 % of the puppies have a mask, the character is recessive.</p>
<p style="text-align: left;">B. If 25 % of the puppies have a mask, the character is dominant.</p>
<p style="text-align: left;">C. If 75 % of the puppies have a mask, the character is dominant.</p>
<p style="text-align: left;">D. If 100 % of the puppies have a mask, the character is recessive.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The micrographs show four different phases from meiosis II. What is the correct order?</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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"></p>
<p>A. 3-4-2-1</p>
<p>B. 2-3-4-1</p>
<p>C. 4-3-2-1</p>
<p>D. 4-2-3-1</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>