Genetic Information, Variation and Relationships - Worksheets, Questions and Revision

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A-Level · Biology

AB4 Genetic Information, Variation and Relationships

AQA 7402/7405/7408 · Calculator allowed · about 150 minutes
Total Marks
Name: _______________________________    Date: ____ / ____ / ______
Answer ALL questions. Show all your working.
1
This question is about the structure of DNA.
(a)State the three components of a single DNA nucleotide.(3)
(b)Describe how individual nucleotides join together to form a polynucleotide strand.(2)
(c)Explain why DNA is a chemically stable molecule, well suited to storing genetic information over long periods of time.(3)
(d)A section of DNA contains 5,200,000 bases in total. 30% of these bases are adenine. Calculate the number of guanine bases in this section of DNA.(2)
(Total for Question 1 is 10 marks)
2
This question is about semi-conservative DNA replication.
(a)Name the enzyme that unwinds the DNA double helix at the start of replication and state the type of bond it breaks.(2)
(b)Describe the role of DNA polymerase in semi-conservative replication.(3)
(c)Meselson and Stahl grew bacteria in a medium containing only heavy nitrogen (15N) so that all their DNA became heavy. The bacteria were then transferred to a medium containing only light nitrogen (14N) and allowed exactly one round of DNA replication. Predict, with a reason, the density of DNA that would be found after this one round of replication if DNA replication is semi-conservative.(3)
(Total for Question 2 is 8 marks)
3
This question is about the genetic code and protein synthesis. Use the following codon table extract where needed: AUG = methionine (start), CCA = proline, CGA = arginine, CAU = histidine, UUU = phenylalanine.
(a)State three features of the genetic code.(3)
(b)Describe the process of transcription in a eukaryotic cell, from RNA polymerase binding to DNA through to the production of mature mRNA.(4)
(c)A gene, containing no introns, has a coding sequence of 1,020 base pairs. Calculate the maximum number of amino acids that could be coded for by this gene, excluding the stop codon.(2)
(d)Which of the following correctly describes the relationship between a codon and an anticodon?
A) A codon is a triplet on tRNA; an anticodon is a triplet on mRNA.
B) A codon is a triplet on mRNA; an anticodon is a complementary triplet on tRNA.
C) A codon and an anticodon are both found on the same tRNA molecule.
D) A codon codes for a start signal only; an anticodon codes for amino acids.
(1)
  • A) A codon is a triplet on tRNA; an anticodon is a triplet on mRNA.
  • B) A codon is a triplet on mRNA; an anticodon is a complementary triplet on tRNA.
  • C) A codon and an anticodon are both found on the same tRNA molecule.
  • D) A codon codes for a start signal only; an anticodon codes for amino acids.
(Total for Question 3 is 10 marks)
4
The original (coding strand) DNA sequence for part of a gene is: ATG CCA TTT
(a)Give the mRNA sequence transcribed from this coding strand and, using the codon table in Question 3, determine the sequence of amino acids it codes for.(2)
(b)A substitution mutation changes the 4th DNA base from C to G, giving the coding strand ATG CGA TTT. State the type of mutation this is and, using the codon table, give the new amino acid sequence.(3)
(c)A second mutation deletes the 4th base (C) from the original DNA, giving the coding strand ATGCATTT (with the reading frame shifted from that point on). Explain why this type of mutation is likely to have a greater effect on the polypeptide than the substitution in part (b).(3)
(d)The complete, non-mutated gene is 999 base pairs long and contains no introns. Calculate how many amino acids the complete polypeptide would contain, assuming the sequence includes exactly one stop codon.(2)
(Total for Question 4 is 10 marks)
5
This question is about meiosis and genetic variation.
(a)State the number of chromosomes present in a human somatic (body) cell and in a human gamete.(2)
(b)Describe how independent assortment during meiosis I contributes to genetic variation.(3)
(c)Calculate the number of genetically different gamete combinations (due to independent assortment alone) that can be produced by a species with a diploid number of 8.(2)
(d)Explain how crossing over during prophase I further increases genetic variation, beyond that produced by independent assortment alone.(3)
(Total for Question 5 is 10 marks)
6
Explain how meiosis and random fertilisation increase genetic variation within a species, and explain why this genetic variation is important for the survival of the species.
(Total for Question 6 is 6 marks)
7
A group of students investigated the biodiversity of a rocky shore habitat using a 0.25 m2 quadrat placed at 10 random points along a 20 m transect. They counted the number of individuals of each species present. Their results are shown below.
Species A (limpet): 24 individuals
Species B (barnacle): 56 individuals
Species C (dog whelk): 8 individuals
Species D (periwinkle): 12 individuals
Total (N) = 100 individuals
(a)Describe how the students could have used random sampling to choose the position of each quadrat along the transect, ensuring their method avoided bias.(3)
(b)Simpson's Index of Diversity can be calculated using the formula:
D = 1 - [ sum( n/N )2 ]
where n = number of individuals of one species and N = total number of individuals of all species.
Calculate the Index of Diversity, D, for this habitat using the data given. Give your answer to 3 significant figures.
(4)
(c)A second, more disturbed area of the same shore was found to have an Index of Diversity of 0.31. Using this value and your answer to part (b), explain which of the two areas has the higher biodiversity and suggest one possible reason for the difference.(3)
(d)State two variables, other than species number and abundance, that the students should have kept the same when comparing the two areas to make the comparison valid.(2)
(Total for Question 7 is 12 marks)
8
This question is about species, taxonomy and evidence of evolutionary relationships.
(a)The taxonomic hierarchy used to classify organisms, from largest to smallest group, is: Domain, Kingdom, ___, Class, Order, Family, Genus, Species. Name the missing group.(1)
(b)State the biological definition of a species.(2)
(c)Explain why courtship behaviour between two organisms is used as evidence that they belong to the same species.(3)
(d)Scientists compare the base sequence of a specific gene (for example, the gene coding for cytochrome c) in different species to assess how closely related they are. Explain how the number of differences in the base sequence between two species can be used to determine how recently they diverged from a common ancestor.(3)
(Total for Question 8 is 9 marks)
9
In a population of 500 ladybirds, a single gene controls wing case colour, with allele M (melanic/black) dominant to allele m (red). Genotyping of the population gave the following results: MM = 20, Mm = 160, mm = 320.
(a)Define the term 'gene pool'.(1)
(b)Calculate the frequency of the m allele in this population.(3)
(c)Suggest and explain one factor, other than mutation, that could reduce the genetic diversity of this ladybird population in the future.(3)
(d)Explain why natural selection acting on this population could not occur without genetic diversity.(2)
(Total for Question 9 is 9 marks)
10
As part of an investigation into diversity, students studied whether the height above the low water mark on a rocky shore is correlated with the mean shell length of periwinkles at six sites.
Site 1: height 0.5 m, mean shell length 28 mm
Site 2: height 1.0 m, mean shell length 25 mm
Site 3: height 1.5 m, mean shell length 22 mm
Site 4: height 2.0 m, mean shell length 19 mm
Site 5: height 2.5 m, mean shell length 15 mm
Site 6: height 3.0 m, mean shell length 12 mm
(a)State what is meant by a negative correlation.(1)
(b)Rank the height and shell length data (rank 1 = smallest value in each set), calculate d2 for each site, and hence calculate Spearman's rank correlation coefficient, rs, using the formula:
rs = 1 - [ 6 x sum(d2) / (n(n2 - 1)) ]
(5)
(c)The critical value of rs for n = 6 at the 5% (p = 0.05) significance level is 0.886. Using this critical value and your answer to part (b) (or ft your value), explain what conclusion can be drawn about the relationship between height on the shore and mean periwinkle shell length.(3)
(Total for Question 10 is 9 marks)
11
Students hypothesised that a species of snail was randomly distributed across a woodland floor. They divided the woodland into 4 equal-sized zones and counted the number of snails found in each zone:
Zone 1: 8, Zone 2: 22, Zone 3: 15, Zone 4: 15 (Total = 60)
(a)State the null hypothesis for this investigation.(1)
(b)Explain why the chi-squared test, rather than the Spearman's rank correlation test, is an appropriate statistical test to use with this data.(2)
(c)Calculate the expected number of snails per zone if they were randomly distributed, and complete the chi-squared calculation to find the value of chi-squared (x2). Show your working.(4)
(d)The critical value of chi-squared at the 5% significance level for 3 degrees of freedom is 7.815. Using this value and your answer to part (c) (or ft your value), state and explain the conclusion that should be drawn.(2)
(Total for Question 11 is 9 marks)
12
This question links genetic diversity, natural selection and speciation.
(a)Compare allopatric and sympatric speciation, giving the type of isolating mechanism associated with each.(4)
(b)Explain, using ideas about natural selection, how two geographically isolated populations of the same original species could eventually become two separate species.(5)
(c)A population of 2,000 insects is founded by just 5 individuals that colonise a remote island (a founder event). Explain, using this figure, why the new island population is likely to show reduced genetic diversity compared with the original mainland population.(2)
(Total for Question 12 is 11 marks)
Mark scheme · AB4 Genetic Information, Variation and Relationships

Question 1

Question 2

Question 3

Question 4

Question 5

Question 6

Question 7

Question 8

Question 9

Question 10

Question 11

Question 12