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List all the components that contribute to the phenotypic variance and define each component.

Short Answer

Expert verified
Phenotypic variance (\(V_P\)) is due to genetic variance (\(V_G\)) and environmental variance (\(V_E\)), with possible subcomponents of each.

Step by step solution

01

Understand Phenotypic Variance

Phenotypic variance refers to the variability observed in traits or characteristics of a population due to genetic and environmental factors. It can be represented symbolically as \(V_P\).
02

Genetic Variance (\(V_G\))

Genetic variance refers to the part of phenotypic variance that arises from differences in genetic makeup. It includes all the genetic factors that contribute to the observed variation in a trait in a population.
03

Environmental Variance (\(V_E\))

Environmental variance represents the portion of phenotypic variance due to environmental factors or external conditions affecting individuals. It captures the variation due to non-genetic influences.
04

Define Total Phenotypic Variance Formula

The total phenotypic variance is the sum of genetic variance and environmental variance, represented as: \[ V_P = V_G + V_E \]
05

Identify and Define Potential Subcomponents

In some models, genetic variance \(V_G\) can be subdivided into additive genetic variance \(V_A\), dominance genetic variance \(V_D\), and epistatic variance \(V_I\). Similarly, environmental variance \(V_E\) may include specific (individual experience) and shared (common environment) components.

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Key Concepts

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

Genetic Variance
Genetic variance in a population refers to the diversity in traits attributable to the differences in genetic information among individuals. Imagine a group of flowers where some are red, blue, or white due to the variation in their DNA.
In the science of genetics, this variation is crucial as it fuels evolution and natural selection. It is represented as \( V_G \), and includes any differences in genetic makeup that result in varied physical characteristics. Understanding genetic variance helps researchers predict how traits are inherited and can potentially be manipulated for desired traits in selective breeding.
Environmental Variance
Environmental variance embodies the array of differences in phenotypes that result not from genetic factors, but from environmental influences.
Examples of these influences might include the amount of sunlight a plant receives, the availability of nutrients, or exposure to certain chemicals. In animals, it could be the differences in diet or habitat.
Represented as \( V_E \), environmental variance acknowledges how important external conditions are in shaping an organism's traits. This factor is key for comprehending the complete picture of phenotypic variance.
Additive Genetic Variance
Additive genetic variance is a component of genetic variance that accounts for the sum of the effects individual genes have on a phenotype. Simply put, it's like lining up blocks of genetic effects that add up to affect a trait.
Imagine a scenario where having two versions of a particular gene directly increases or decreases a trait, like height in humans. Each allele contributes independently and cumulatively, making it easier to predict offspring traits. This component, represented as \( V_A \), is crucial for understanding hereditary patterns and is a cornerstone for selection strategies in breeding programs.
Dominance Genetic Variance
Dominance genetic variance focuses on the interactions between alleles at one genetic locus, where one allele masks or dominates the expression of another.
For example, consider how in some organisms, a single dominant allele might be enough to express a trait regardless of whether there is another version of the allele present. This kind of variance, denoted as \( V_D \), adds complexity to genetic predictions as it considers the non-linear relationships between alleles. Understanding dominance genetic variance helps in recognizing traits that don't follow a straightforward inheritance pattern.
Epistatic Variance
Epistatic variance arises when the effect of one gene depends on the presence of one or more 'modifier genes'. In simple terms, it's when genes interact with each other, influencing the final phenotype.
Consider the coat color in animals, where multiple genes might affect pigmentation. Changes in one gene's effect due to another can alter the resulting trait. This phenomenon is captured as \( V_I \) in genetic variance studies.
Epistatic variance highlights the intricate network of genetic interactions and demonstrates that genes don't always operate in isolation. Such insights are pivotal for more complex genetic and evolutionary biology studies.

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Most popular questions from this chapter

What information do the mean and variance provide about a distribution?

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.

Many researchers have estimated the heritability of human traits by comparing the correlation coefficients of monozygotic and dizygotic twins (see pp. \(731-732\) ). One of the assumptions made in using this method is that monozygotic twin pairs experience environments that are no more similar to each other than those experienced by dizygotic twin pairs. How might this assumption be violated? Give some specific examples of how the environments of two monozygotic twins might be more similar than the environments of two dizygotic twins.

The narrow-sense heritability of ear length in Reno rabbits is 0.4. The phenotypic variance \(\left(V_{\mathrm{p}}\right)\) is \(0.8,\) and the environmental variance \(\left(V_{\mathrm{E}}\right)\) is 0.2. What is the additive genetic variance \(\left(V_{A}\right)\) for ear length in these rabbits?

A characteristic has a narrow-sense heritability of 0.6. a. If the dominance variance \(\left(V_{\mathrm{D}}\right)\) increases and all other variance components remain the same, what will happen to narrow-sense heritability? Will it increase, decrease, or remain the same? Explain. b. What will happen to broad-sense heritability? Explain. c. If the environmental variance \(\left(V_{\mathrm{E}}\right)\) increases and all other variance components remain the same, what will happen to narrow- sense heritability? Explain. d. What will happen to broad-sense heritability? Explain.

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