Question

In: Biology

11. A strawberry farmer determines that the average weight of individual strawberries produced by plants in...

11. A strawberry farmer determines that the average weight of individual strawberries produced by plants in his garden is 3 g. He selects the 10 plants that produce the largest strawberries; the average weight of strawberries among these selected plants is 6 g. He interbreeds these selected strawberry plants. The progeny of these selected plants produce strawberries that weigh 4 grams.

If the farmer were to select plants that produce an average strawberry weight of 7 g, what would be the predicted weight of strawberries produced by the progeny of these selected plants?

Solutions

Expert Solution

The correct answer is 2.99g

Explanation:

The workhorse equation for quantitative genetics is R = h2 S. R is the response to selection, S is the selection differential, ie, the difference between the mean of the initiating population and the mean of the progeny of the selected parents. S is the selection differential and h2 is the narrow-sense heritability.

In the given question R = 4g - 3g = 1g.

                                   R = 1g

In the given question S = 6g - 3g = 3g

                                  S = 3g

Substituting the values of R and S in the given equation, we get:

1g = h² (3g)

h² = 0.33

If the selected plants' average weight is 7 grams, then S would be 3 grams, and R = 0.33 × 3 = .99 g

The predicted average weight of strawberries from the progeny plants would be 2g + .99 g = 2.99 g.


Related Solutions

A strawberry farmer will receive $37 per bushel of strawberries during the first week of harvesting....
A strawberry farmer will receive $37 per bushel of strawberries during the first week of harvesting. Each week after that, the value will drop $0.80 per bushel. The farmer estimates that there are approximately 129 bushels of strawberries in the fields, and that the crop is increasing at a rate of four bushels per week. When should the farmer harvest the strawberries (in weeks) to maximize their value? (Assume that "during the first week of harvesting" here means week 1.)...
Four different types of insecticides are used on strawberry plants. The number of strawberries on each...
Four different types of insecticides are used on strawberry plants. The number of strawberries on each randomly selected plant is given below. Insecticide 1 Insecticide 2 Insecticide 3 Insecticide 4 6 5 6 6 7 7 5 5 6 5 4 4 5 4 3 4 7 5 4 5 6 6 4 3 Does the data suggest that any of these insecticides yield a mean number of strawberries per plant that is different from the others? Use a 5%...
Four different types of insecticides are used on strawberry plants. The number of strawberries on each...
Four different types of insecticides are used on strawberry plants. The number of strawberries on each randomly selected plant is given below. Find the test statistic F to test the hypothesis that the type of insecticide makes no difference in the mean number of strawberries per plant. Use α = 0.01. Insecticide 1 Insectiside 2 Insecticide 3 Insecticide 4 6 5 6 3 5 8 3 5 6 5 4 3 7 5 2 4 7 5 3 4 6...
The average weight of a ball of pizza dough produced by the staff of a pizza...
The average weight of a ball of pizza dough produced by the staff of a pizza parlor is 459.5 grams. As part of an attempt to monitor costs for raw ingredients, the owner of the pizza parlor randomly selects and weighs 52 balls of pizza dough. If the standard deviation for the weights of these balls of dough is 30.0 grams, what is the probability that a random sample of 52 balls of dough has a mean weight of more...
A poultry farmer using a certain type of feed in his chickens achieves an average weight...
A poultry farmer using a certain type of feed in his chickens achieves an average weight of 1.65kgs in six weeks with a standard deviation of 2kgs for a sample of 56 chickens . he suspects the feed and does the experiment on 60 chickens on a different feed and achieves an average weight of 1.7kgs in six weeks when the standard deviation is 3. Are the two feed types significantly different?. test at 5% significance level. Kindly show all...
In a random sample of 11 “½-pound” burgers at Burger Queen, the average weight of beef...
In a random sample of 11 “½-pound” burgers at Burger Queen, the average weight of beef was 7.90 ounces with the sample standard deviation 0.12 ounces. (Assume the weights are normally distributed.) a) Construct a 95% (two-sided) confidence interval for the overall average weight of beef in a “½-pound” burger at Burger Queen. b) Burger Queen claims that “½-pound” burgers contain an average of at least 8 ounces of beef. Perform the appropriate test at a 5% significance level. State...
The average weight of vegan men standing between 5 foot 9 inches and 5 foot 11...
The average weight of vegan men standing between 5 foot 9 inches and 5 foot 11 inches is 145lbs.with a standard deviation of 5 lbs. What are the minimum and maximum weights rounded to pounds for vegan men (in this height range) in the middle 78.5%? a.) (141 lbs., 149 lbs.) b.) (134 lbs.,156 lbs.) c.) (139 lbs., 151 lbs.) d.) (150 lbs., 170 lbs.) e.) None of these. When a convicted felon leaves prison and is on parole it...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT