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)