Question 1 Report
| Crop | Water requirement (mm per season) | Cost of irrigation per hectare ($) |
|---|---|---|
| Tomatoes | 620 | 185 |
| Cabbage | 440 | 130 |
| Onions | 510 | 155 |
(a) Table 1.1 shows the water requirements and irrigation costs for three vegetable crops grown on the same farm.
Table 1.1
(i) State which crop has the highest water requirement. [1]
(ii) Calculate the cost of irrigating 5 hectares of tomatoes for the full growing season. Show your working. [2]
(b) The farmer currently uses furrow irrigation but is considering switching to drip irrigation.
(i) Describe how furrow irrigation works. [2]
(ii) Suggest two advantages of drip irrigation over furrow irrigation for vegetable production. [2]
(c) Explain why over-irrigation can lead to soil salination in semi-arid regions. [2]
(a)(i) From the table, tomatoes have the highest water requirement at 620 mm per season. [1]
(a)(ii) The cost of irrigating 5 hectares of tomatoes:
\[ \text{Total cost} = \text{cost per hectare} \times \text{number of hectares} = \$185 \times 5 = \$925 \] [2]
(b)(i) In furrow irrigation, water is released at the top of a gently sloping field and flows by gravity along shallow furrows (trenches) dug between the crop rows. [1] As the water moves along each furrow it soaks laterally (sideways) through the soil into the raised ridges or beds where the crop roots are growing. [1]
(b)(ii) Two advantages of drip irrigation over furrow irrigation for vegetable production:
(c) Over-irrigation in semi-arid regions causes soil salination through a two-step process:
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