Question 1 Report
Diagrams D, E and F are illustrations of tools used for ecological studies. Study them and answer questions (a) to (c).
(a)(i) Identify diagrams D, E and F.
(b) State one use each of the tools labeled D, E and F.
(c) Describe briefly the use of each of the tools labeled D, E and F.
(a)(i) Identity of the diagrams
(a)(ii) Names of the parts I to VIII
| Label | Part |
|---|---|
| I | Handle (of the net) |
| II | Net / mesh bag |
| III | Mouth (sucking) tube of the pooter |
| IV | Gauze / fine muslin covering the inner end of the mouth tube |
| V | Collecting jar / container (bottle) of the pooter |
| VI | Inlet (intake) tube of the pooter |
| VII | Frame of the quadrat |
| VIII | Cross-wires / strings dividing the quadrat into smaller squares |
(a)(iii) One function each of I, III, IV, V and VII
(b) One use each of D, E and F
(c) Brief description of how each tool is used
D - Sweep net: The net is swung to and fro (or in a figure-of-eight) through vegetation, air or water while walking along a chosen line. Small animals are trapped in the mesh bag (II); the mouth of the bag is then closed and the catch is transferred into a container for counting and identification.
E - Pooter: The inlet tube (VI) is held close to or directly over the insect. The collector sucks sharply through the mouth tube (III); the suction draws the insect through the inlet tube into the jar (V). The gauze (IV) over the mouth tube keeps the insect inside the jar and stops it entering the mouth. The trapped insect is then examined or preserved.
F - Quadrat: The frame is thrown or placed at random points on the ground. At each placing, the organisms rooted or resting inside the frame are counted (or their cover estimated using the grid squares VIII). Several random placings are made and averaged. The area sampled is
\[ A_q = 1\,\text{m} \times 1\,\text{m} = 1\,\text{m}^2 \]
If \(N\) organisms are counted over \(n\) quadrats, the mean number per quadrat is \(\dfrac{N}{n}\), and since each quadrat covers \(1\,\text{m}^2\) the population density is
\[ \text{Density} = \frac{N}{n}\ \text{organisms per } \text{m}^2 \]
Multiplying this density by the total area \(A\) of the habitat gives an estimate of the whole population:
\[ \text{Estimated population} = \frac{N}{n} \times A \]
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