Question 1 Report
| Bull | Number of calves | Average daily weight gain / kg |
|---|---|---|
| A | 10 | 0.95 |
| B | 10 | 1.10 |
| C | 10 | 1.35 |
| D | 10 | 1.05 |
(a) The table shows the average daily weight gain of calves sired by four different bulls over a 200-day growth trial. Each bull was mated with a similar group of ten cows.
(i) State which bull should be selected for future breeding. Give a reason for your answer. [2]
(ii) Name the type of test being carried out in this trial. [1]
(iii) Suggest why each bull was mated with a similar group of cows rather than all with the same cows. [1]
(b) The farmer decides to use artificial insemination (AI) with semen from the selected bull.
State two advantages of using AI instead of keeping the bull on the farm for natural mating. [2]
(c) Explain why the farmer should introduce an unrelated bull or use semen from a different bloodline after several generations of selection. [3]
(a)(i) Bull C should be selected for future breeding because its calves achieved the highest average daily weight gain of 1.35 kg. [1] This demonstrates that Bull C transmits genes for superior growth rate to its offspring, which will translate into heavier animals at market age, higher carcass weights, and greater profitability. [1]
(a)(ii) The type of test being carried out is a progeny test. [1] It evaluates the breeding value of each bull based on the measured performance of its offspring rather than the bull's own characteristics.
(a)(iii) Each bull was mated with a similar but separate group of cows rather than the same cows to ensure the comparison is fair. [1] If all bulls mated the same cows sequentially, differences in the cows' age, condition, or milk production between matings could confound the results. Using similar groups ensures that any differences in calf performance are attributable to the bull's genetics, not the dam's.
(b) Two advantages of using AI instead of keeping the bull on the farm:
(c) After several generations of selecting from the same genetic line, the farmer should introduce unrelated genetics because:
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