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The narrow-sense heritability of wing length in a population of Drosophila melanogaster is 0.8. The narrow-sense heritability of head width in the same population is 0.9. The genetic correlation between wing length and head width is \(-0.86 .\) If a geneticist selects for increased wing length in these flies, what will happen to head width?

Short Answer

Expert verified
Selecting for increased wing length will decrease head width due to their strong negative genetic correlation.

Step by step solution

01

Understand Heritability

Narrow-sense heritability (h²) is a measure of how much of the variation in a trait is due to additive genetic factors. In this problem, wing length has a narrow-sense heritability of 0.8 and head width has 0.9, meaning that most of the variation in these traits is genetic.
02

Analyze Genetic Correlation

Genetic correlation between two traits indicates how changes in one trait may affect the other due to shared genetics. A genetic correlation of -0.86 between wing length and head width suggests a strong inverse genetic relationship; as wing length increases due to selection, head width will tend to decrease.
03

Predict Outcomes from Selection

When selecting for increased wing length, because the heritability is high, we can expect significant changes in wing length. Due to the negative genetic correlation, this will result in a decrease in head width even though selection isn't directly applied to it.
04

Interpret the Geneticist's Decision

Selecting for one trait can have unintended consequences on another trait, especially when they are negatively correlated as in this case. This demonstrates the importance of understanding genetic correlations in selection experiments.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Genetic Correlation
Genetic correlation is a fascinating concept within the field of genetics. It refers to the degree to which genetic factors that affect one trait also affect another. Put simply, it's about the genetic link between two different traits. This can range from highly positive to highly negative. In positive genetic correlation, an increase in one trait is likely to be accompanied by an increase in the other. On the other hand, a negative genetic correlation, like the one observed between wing length and head width in Drosophila melanogaster (fruit flies), implies that an increase in one trait may result in a decrease in the other.

This concept is incredibly important in understanding how different traits are interconnected. The genetic correlation of -0.86 between wing length and head width suggests that as fruit fly breeders select for longer wings, they should expect a reduction in head width. This highlights the potential complexities when manipulating one trait, as unintended changes may occur in another.
Additive Genetic Factors
Additive genetic factors are a cornerstone concept in genetics. These are the effects of individual genes that sum up to influence a trait. Imagine these genes as contributors to a 'gene pool', each adding their own unique effect to determine the overall phenotype of an organism. In the context of narrow-sense heritability, which measures how much of a trait's variation is due to these additive effects, it becomes clear why they are essential.

For example, when we examine a high narrow-sense heritability like 0.8 for wing length, we can infer that a significant portion of the trait's variation can be attributed to additive genetic factors. This means if you were a geneticist, selecting for these traits becomes relatively predictable because the changes we see are strongly influenced by the additive effects of the genes. Therefore, understanding these factors allows geneticists to make informed expectations regarding breeding outcomes.
Trait Selection
Trait selection is a key process in the practice of selective breeding. This method involves choosing individuals with desirable traits to reproduce, with the aim of enhancing those traits in future generations. In the case of Drosophila melanogaster, if a geneticist decides to select for increased wing length, they are practicing trait selection.

It's important to note that while the goal of this selection might be straightforward, the outcome is sometimes not. As seen with the negative genetic correlation between wing length and head width, selecting for one trait might inadvertently affect others. This is crucial for breeders to understand, as it helps anticipate possible changes and manage breeding programs effectively. Recognizing these relationships ensures that the desired outcomes are achieved while mitigating any unintended consequences.
Drosophila melanogaster Genetics
Drosophila melanogaster, commonly known as the fruit fly, is a favorite subject in genetic research due to its relatively simple genetic makeup and short generation time. This tiny organism offers a window into understanding complex genetic principles that can be challenging to study in other species.

Their genetics have been studied extensively, providing a wealth of knowledge about traits, genetic correlations, and inheritance patterns. For instance, investigating how traits like wing length and head width behave under selection gives valuable insights into broader genetic mechanisms.

Studying these genetic relationships in Drosophila melanogaster not only helps answer specific questions about this species but also offers models for genetic behavior in other organisms. Thus, fruit flies serve as a powerful framework for learning about the complexities of heredity and genetic engineering.

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Most popular questions from this chapter

How does a quantitative characteristic differ from a discontinuous characteristic?

A genetics researcher determines that the broad-sense heritability of height among Southwestern University undergraduate students is 0.90. Which of the following conclusions would be reasonable? Explain your answer. a. Sally is a Southwestern University undergraduate student, so \(10 \%\) of her height is determined by nongenetic factors. b. Ninety percent of variation in height among all undergraduate students in the United States is due to genetic differences. c. Ninety percent of the height of Southwestern University undergraduate students is determined by genes. d. Ten percent of the variation in height among Southwestern University undergraduate students is determined by variation in nongenetic factors. e. Because the heritability of height among Southwestern University students is so high, any change in the students' environment will have minimal effect on their height.

Explain the relation between a population and a sample. What characteristics should a sample have to be representative of the population?

Assume that plant weight is determined by a pair of alleles at each of two independently assorting loci \((A \text { and } a, B \text { and } b\) ) that are additive in their effects. Further assume that each allele represented by an uppercase letter contributes \(4 \mathrm{g}\) to weight and that each allele represented by a lowercase letter contributes \(1 \mathrm{g}\) to weight. a. If a plant with genotype \(A A B B\) is crossed with a plant with genotype \(a a\) \(b b,\) what weights are expected in the \(\mathrm{F}_{1}\) progeny? b. What is the distribution of weight expected in the \(\mathrm{F}_{2}\) progeny?

Drosophila buzzatii is a fruit fly that feeds on the rotting fruits of cacti in Australia. Timothy Prout and Stuart Barker calculated the heritabilities of body size, as measured by thorax length, for a natural population of \(D .\) buzzatii raised in the wild and for a population of \(D .\) buzzatii collected in the wild but raised in the laboratory (T. Prout and J. S. F. Barker. \(1989 .\) Genetics \(123: 803-813\) ). They found the following heritabilities: Population Wild population Laboratory-reared population Heritability of body size ( \(\pm\) standard error) $$0.0595 \pm 0.0123$$ $$0.3770 \pm 0.0203$$ Why do you think that the heritability measured in the laboratory-reared population is higher than that measured in the natural population raised in the wild?

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