Question 1 Report
a)(i) Give two examples of each of specimens A and B. (2 marks)
(ii) State three advantages of the application of specimen Ain crop production. (3 marks)
(iii) Mention two methods of applying specimen B in crop production. (2 marks)
(b) An experiment was conducted to determine the percentage of water in soil samples C and D.
The results are as shown in the table below:
| Soil Sample | ||
| Data Recorded | C | D |
| Mass of crucible | 80g | 80g |
| Mass of crucible and fresh soil | 100g | 140g |
| Mass of crucible and soil after heating | 95g | 100g |
(i) Determine the mass of fresh soil for each of soil samples C and D (2 marks)
(ii) Determine the mass of water contained in each of soil samples C and D. (2 marks)
(ii) Calculate the percentage of water in each of soil samples C and D. (2 marks)
(c) What type of relationship exists between the amount of water and the amount of air in soils? (2 marks)
(a)(i) Examples of the specimens (specimen A being an organic manure and specimen B an inorganic fertilizer):
(a)(ii) Three advantages of applying specimen A (organic manure) in crop production:
(a)(iii) Two methods of applying specimen B (inorganic fertilizer):
(b) Percentage of water in the soil samples. Working from the recorded masses:
| Data recorded | Sample C | Sample D |
|---|---|---|
| Mass of crucible | 80 g | 80 g |
| Mass of crucible + fresh soil | 100 g | 140 g |
| Mass of crucible + soil after heating | 95 g | 100 g |
(b)(i) Mass of fresh soil = (mass of crucible + fresh soil) - mass of crucible.
(b)(ii) Mass of water = (mass of crucible + fresh soil) - (mass of crucible + soil after heating), that is the loss on heating.
(b)(iii) Percentage of water \( = \dfrac{\text{mass of water}}{\text{mass of fresh soil}}\times100 \).
(c) There is an inverse (antagonistic) relationship between the amount of water and the amount of air in the soil: both share the same pore spaces, so as the water content rises the air content falls, and vice versa.
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